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  • 2005 년도 - 732 개-
    2003-2004년 남해안 멸치 산란량 및 초기생활기 생존율의 변동요인에 대한 분석 - 김진영, 김주일, 김성태, 서영일, 추은경 (국립수산과학원 남해수산연구소)

    2004년 여름 동중국해의 해양환경과 식물플랑크톤의 군집 2. 중국대륙 연안해역 - 윤양호, 박종식, 박영균, 서호영 (여수대학교 해양시스템학부, 여수대학교 수산생명과학부)

    2004년 여름 동중국해의 해양환경과 식물플랑크톤의 군집의 분흡특성 1. 제주도를 흡함하는 남해해역 - 윤양호, 박종식, 박영균, 서호영 (여수대학교 해양시스템학부, 여수대학교 수산생명의학과)

    21세기 초인류 해양과학(해양과학기술의 새로운 도전 : 심해열수환경연구) - 변상경 (한국해양연구원)

    21세기 해양강국으로 가는길 - 제종길 ()

    3차원 RANS 모형을 이용한 원추형 섬의 파랑변형 해석 - 우승범 (인하대학교)

    A Comparison of Several Wave Spectra for the Random wave Diffraction by a Semi-Infinite Breakwater - 이홍식 (중앙대학교)

    A Mathematical Modelling of Signal Transduction System via Insulin - Lim, Kyung-Kuk (POSTECH)

    A posteriori error estimators for P1 nonconforming approximation of quasi-Newtonian Stokes flows - Kim, Kwang-Yeon (KAIST)

    A Simple Approach for Stochastic Interest Rate Option Pricing Model - Hyun, Jung-Soon (KAIST)

    A Simple Screening Method of Anti-attachment Compounds using Porphyra yezoensis Monospore - JS Choi, SE Kang, SJ Yoon, YP Gyawali, MNA Khan, SM Park, YK Hong (부경대학교)

    Abnormal Cooling in the Korean Eastern Sea Water Before and After the 1982/83 and the 1997/98 ENSO Events in the East - Chul Hoon Hong, Soo Eun Park (부경대학교)

    Abstract Algebra with GAP - J. G. Rainbolt and J. A. Gallian (University of Minnesota)

    Advanced Algorithms 1 SCRIBE NOTES(2005) 1 - David R. Karger (MIT)

    Advanced Algorithms 10 SCRIBE NOTES(2005) 10 - David R. Karger (MIT)

    Advanced Algorithms 11 SCRIBE NOTES(2004) 1 - David R. Karger (MIT)

    Advanced Algorithms 12 SCRIBE NOTES(2004) 2 - David R. Karger (MIT)

    Advanced Algorithms 13 SCRIBE NOTES(2004) 3 - David R. Karger (MIT)

    Advanced Algorithms 14 SCRIBE NOTES(2004) 4 - David R. Karger (MIT)

    Advanced Algorithms 15 SCRIBE NOTES(2004) 5 - David R. Karger (MIT)

    Advanced Algorithms 16 SCRIBE NOTES(2004) 6 - David R. Karger (MIT)

    Advanced Algorithms 17 SCRIBE NOTES(2004) 7 - David R. Karger (MIT)

    Advanced Algorithms 18 SCRIBE NOTES(2004) 8 - David R. Karger (MIT)

    Advanced Algorithms 19 SCRIBE NOTES(2004) 9 - David R. Karger (MIT)

    Advanced Algorithms 2 SCRIBE NOTES(2005) 2 - David R. Karger (MIT)

    Advanced Algorithms 20 SCRIBE NOTES(2004) 10 - David R. Karger (MIT)

    Advanced Algorithms 21 SCRIBE NOTES(2004) 11 - David R. Karger (MIT)

    Advanced Algorithms 22 SCRIBE NOTES(2004) 12 - David R. Karger (MIT)

    Advanced Algorithms 23 SCRIBE NOTES(2004) 13 - David R. Karger (MIT)

    Advanced Algorithms 24 SCRIBE NOTES(2004) 14 - David R. Karger (MIT)

    Advanced Algorithms 25 Instructor NOTES 1 - David R. Karger (MIT)

    Advanced Algorithms 26 Instructor NOTES 2 - David R. Karger (MIT)

    Advanced Algorithms 27 Instructor NOTES 3 - David R. Karger (MIT)

    Advanced Algorithms 28 Instructor NOTES 4 - David R. Karger (MIT)

    Advanced Algorithms 29 Instructor NOTES 5 - David R. Karger (MIT)

    Advanced Algorithms 3 SCRIBE NOTES(2005) 3 - David R. Karger (MIT)

    Advanced Algorithms 30 Instructor NOTES 6 - David R. Karger (MIT)

    Advanced Algorithms 31 Instructor NOTES 7 - David R. Karger (MIT)

    Advanced Algorithms 32 Instructor NOTES 8 - David R. Karger (MIT)

    Advanced Algorithms 33 Instructor NOTES 9 - David R. Karger (MIT)

    Advanced Algorithms 34 Instructor NOTES 10 - David R. Karger (MIT)

    Advanced Algorithms 35 Instructor NOTES 11 - David R. Karger (MIT)

    Advanced Algorithms 36 Instructor NOTES 12 - David R. Karger (MIT)

    Advanced Algorithms 37 Instructor NOTES 13 - David R. Karger (MIT)

    Advanced Algorithms 38 Instructor NOTES 14 - David R. Karger (MIT)

    Advanced Algorithms 39 Instructor NOTES 15 - David R. Karger (MIT)

    Advanced Algorithms 4 SCRIBE NOTES(2005) 4 - David R. Karger (MIT)

    Advanced Algorithms 40 Problem Set 1 - David R. Karger (MIT)

    Advanced Algorithms 41 Problem Set 2 - David R. Karger (MIT)

    Advanced Algorithms 42 Problem Set 3 - David R. Karger (MIT)

    Advanced Algorithms 43 Problem Set 4 - David R. Karger (MIT)

    Advanced Algorithms 44 Problem Set 5 - David R. Karger (MIT)

    Advanced Algorithms 45 Problem Set 6 - David R. Karger (MIT)

    Advanced Algorithms 46 Problem Set 7 - David R. Karger (MIT)

    Advanced Algorithms 47 Problem Set 8 - David R. Karger (MIT)

    Advanced Algorithms 48 Problem Set 9 - David R. Karger (MIT)

    Advanced Algorithms 49 Problem Set 10 - David R. Karger (MIT)

    Advanced Algorithms 5 SCRIBE NOTES(2005) 5 - David R. Karger (MIT)

    Advanced Algorithms 50 Problem Set 11 - David R. Karger (MIT)

    Advanced Algorithms 51 Problem Set 12 - David R. Karger (MIT)

    Advanced Algorithms 52 SOLUTIONS 1 - David R. Karger (MIT)

    Advanced Algorithms 53 SOLUTIONS 2 - David R. Karger (MIT)

    Advanced Algorithms 54 SOLUTIONS 3 - David R. Karger (MIT)

    Advanced Algorithms 55 SOLUTIONS 4 - David R. Karger (MIT)

    Advanced Algorithms 56 SOLUTIONS 5 - David R. Karger (MIT)

    Advanced Algorithms 57 SOLUTIONS 6 - David R. Karger (MIT)

    Advanced Algorithms 58 SOLUTIONS 7 - David R. Karger (MIT)

    Advanced Algorithms 59 SOLUTIONS 8 - David R. Karger (MIT)

    Advanced Algorithms 6 SCRIBE NOTES(2005) 6 - David R. Karger (MIT)

    Advanced Algorithms 60 SOLUTIONS 9 - David R. Karger (MIT)

    Advanced Algorithms 61 SOLUTIONS 10 - David R. Karger (MIT)

    Advanced Algorithms 62 SOLUTIONS 11 - David R. Karger (MIT)

    Advanced Algorithms 63 SOLUTIONS 12 - David R. Karger (MIT)

    Advanced Algorithms 7 SCRIBE NOTES(2005) 7 - David R. Karger (MIT)

    Advanced Algorithms 8 SCRIBE NOTES(2005) 8 - David R. Karger (MIT)

    Advanced Algorithms 9 SCRIBE NOTES(2005) 9 - David R. Karger (MIT)

    Advanced Commutative Algebra - Lecture1 - Mel Hochster (University of Michigan)

    Advanced Commutative Algebra - Lecture10 - Mel Hochster (University of Michigan)

    Advanced Commutative Algebra - Lecture11 - Mel Hochster (University of Michigan)

    Advanced Commutative Algebra - Lecture12 - Mel Hochster (University of Michigan)

    Advanced Commutative Algebra - Lecture13 - Mel Hochster (University of Michigan)

    Advanced Commutative Algebra - Lecture14 - Mel Hochster (University of Michigan)

    Advanced Commutative Algebra - Lecture15 - Mel Hochster (University of Michigan)

    Advanced Commutative Algebra - Lecture16 - Mel Hochster (University of Michigan)

    Advanced Commutative Algebra - Lecture17 - Mel Hochster (University of Michigan)

    Advanced Commutative Algebra - Lecture18 - Mel Hochster (University of Michigan)

    Advanced Commutative Algebra - Lecture19 - Mel Hochster (University of Michigan)

    Advanced Commutative Algebra - Lecture2 - Mel Hochster (University of Michigan)

    Advanced Commutative Algebra - Lecture20 - Mel Hochster (University of Michigan)

    Advanced Commutative Algebra - Lecture21 - Mel Hochster (University of Michigan)

    Advanced Commutative Algebra - Lecture22 - Mel Hochster (University of Michigan)

    Advanced Commutative Algebra - Lecture23 - Mel Hochster (University of Michigan)

    Advanced Commutative Algebra - Lecture24 - Mel Hochster (University of Michigan)

    Advanced Commutative Algebra - Lecture25 - Mel Hochster (University of Michigan)

    Advanced Commutative Algebra - Lecture26 - Mel Hochster (University of Michigan)

    Advanced Commutative Algebra - Lecture27 - Mel Hochster (University of Michigan)

    Advanced Commutative Algebra - Lecture28 - Mel Hochster (University of Michigan)

    Advanced Commutative Algebra - Lecture29 - Mel Hochster (University of Michigan)

    Advanced Commutative Algebra - Lecture3 - Mel Hochster (University of Michigan)

    Advanced Commutative Algebra - Lecture30 - Mel Hochster (University of Michigan)

    Advanced Commutative Algebra - Lecture31 - Mel Hochster (University of Michigan)

    Advanced Commutative Algebra - Lecture32 - Mel Hochster (University of Michigan)

    Advanced Commutative Algebra - Lecture33 - Mel Hochster (University of Michigan)

    Advanced Commutative Algebra - Lecture34 - Mel Hochster (University of Michigan)

    Advanced Commutative Algebra - Lecture35 - Mel Hochster (University of Michigan)

    Advanced Commutative Algebra - Lecture36 - Mel Hochster (University of Michigan)

    Advanced Commutative Algebra - Lecture37 - Mel Hochster (University of Michigan)

    Advanced Commutative Algebra - Lecture38 - Mel Hochster (University of Michigan)

    Advanced Commutative Algebra - Lecture39 - Mel Hochster (University of Michigan)

    Advanced Commutative Algebra - Lecture4 - Mel Hochster (University of Michigan)

    Advanced Commutative Algebra - Lecture5 - Mel Hochster (University of Michigan)

    Advanced Commutative Algebra - Lecture6 - Mel Hochster (University of Michigan)

    Advanced Commutative Algebra - Lecture7 - Mel Hochster (University of Michigan)

    Advanced Commutative Algebra - Lecture8 - Mel Hochster (University of Michigan)

    Advanced Commutative Algebra - Lecture9 - Mel Hochster (University of Michigan)

    Algebra and Analysis for Computer Science - 1 - Jean Gallier (University of Pennsylvania)

    Algebra and Analysis for Computer Science - 2 - Jean Gallier (University of Pennsylvania)

    Algebra and Analysis for Computer Science - 3 - Jean Gallier (University of Pennsylvania)

    Algebra and Analysis for Computer Science - 4 - Jean Gallier (University of Pennsylvania)

    Algebra and Analysis for Computer Science - 5 - Jean Gallier (University of Pennsylvania)

    Algebraic Topology - Chapter 3 - Allen Hatcher (Cornell University)

    Analysis II - Alternating Tensors (cont.), Redundant Tensors - Victor Guillemin (MIT)

    Analysis II - Canonical Submersion and Immersion Theorems, Definition of Manifold - Victor Guillemin (MIT)

    Analysis II - Chain Rule, Mean-value Theorem in n Dimensions - Victor Guillemin (MIT)

    Analysis II - Compact Support, Partitions of Unity - Victor Guillemin (MIT)

    Analysis II - Compactness, Connectedness - Victor Guillemin (MIT)

    Analysis II - Conditions for Differentiability, Mean Value Theorem - Victor Guillemin (MIT)

    Analysis II - Conditions for Integrability (cont.), Measure Zero - Victor Guillemin (MIT)

    Analysis II - Degree on Manifolds (cont.), Hopf Theorem - Victor Guillemin (MIT)

    Analysis II - Determinant, Orientations of Vector Spaces - Victor Guillemin (MIT)

    Analysis II - Differential Forms on Manifolds - Victor Guillemin (MIT)

    Analysis II - Differentiation in n Dimensions - Victor Guillemin (MIT)

    Analysis II - Examples of Manifolds - Victor Guillemin (MIT)

    Analysis II - Exhaustions - Victor Guillemin (MIT)

    Analysis II - Fubini Theorem, Properties of Reimann Integrals - Victor Guillemin (MIT)

    Analysis II - Generalization of Poincare Lemma - Victor Guillemin (MIT)

    Analysis II - Improper Integrals - Victor Guillemin (MIT)

    Analysis II - Integration on Manifolds, Degree on Manifolds - Victor Guillemin (MIT)

    Analysis II - Integration on Smooth Domains - Victor Guillemin (MIT)

    Analysis II - Integration on Smooth Domains (cont.), Stokes’ Theorem - Victor Guillemin (MIT)

    Analysis II - Integration Over More General Regions, Rectifiable Sets, Volume - Victor Guillemin (MIT)

    Analysis II - Integration with Differential Forms, Change of Variables Theorem, Sard's Theorem - Victor Guillemin (MIT)

    Analysis II - Inverse Function Theorem - Victor Guillemin (MIT)

    Analysis II - Inverse Function Theorem (cont.), Reimann Integrals of One Variable - Victor Guillemin (MIT)

    Analysis II - Metric Spaces, Continuity, Limit Points - Victor Guillemin (MIT)

    Analysis II - Orientations of Manifolds - Victor Guillemin (MIT)

    Analysis II - Partitions of Unity (cont.), Exhaustions (cont.) - Victor Guillemin (MIT)

    Analysis II - Poincare Theorem - Victor Guillemin (MIT)

    Analysis II - Proper Maps and Degree - Victor Guillemin (MIT)

    Analysis II - Proper Maps and Degree (cont.) - Victor Guillemin (MIT)

    Analysis II - Regular Values, Degree Formula - Victor Guillemin (MIT)

    Analysis II - Reimann Integrals of Several Variables, Conditions for Integrability - Victor Guillemin (MIT)

    Analysis II - Review of Linear Algebra and Topology, Dual Spaces - Victor Guillemin (MIT)

    Analysis II - Tangent Spaces and k-forms, The d Operator - Victor Guillemin (MIT)

    Analysis II - Tangent Spaces of Manifolds - Victor Guillemin (MIT)

    Analysis II - Tensors, Pullback Operators, Alternating Tensors - Victor Guillemin (MIT)

    Analysis II - The d Operator (cont.), Pullback Operator on Exterior Forms - Victor Guillemin (MIT)

    Analysis II - Topological Invariance of Degree - Victor Guillemin (MIT)

    Analysis II - Wedge Product - Victor Guillemin (MIT)

    Anti-inflammatory activity from brown seaweed Ishige okamurae - Gyawali YP. Khan MNA, Choi JS, Kang Se, Yoon SJ, Park SM, Hong YK (부경대학교)

    Applications of Banach space ideas to Fourier series - Paul Garrett (University of Minnesota)

    Applied Analysis - Chapter 1 - John Hunter (University of California)

    Applied Analysis - Chapter 10 - John Hunter (University of California)

    Applied Analysis - Chapter 11 - John Hunter (University of California)

    Applied Analysis - Chapter 12 - John Hunter (University of California)

    Applied Analysis - Chapter 13 - John Hunter (University of California)

    Applied Analysis - Chapter 2 - John Hunter (University of California)

    Applied Analysis - Chapter 3 - John Hunter (University of California)

    Applied Analysis - Chapter 4 - John Hunter (University of California)

    Applied Analysis - Chapter 5 - John Hunter (University of California)

    Applied Analysis - Chapter 6 - John Hunter (University of California)

    Applied Analysis - Chapter 7 - John Hunter (University of California)

    Applied Analysis - Chapter 8 - John Hunter (University of California)

    Applied Analysis - Chapter 9 - John Hunter (University of California)

    Applied Parallel Computing - Chapter 10: Partitioning and Load Balancing - Alan Edelman (MIT)

    Applied Parallel Computing - Chapter 11: Mesh Generation - Alan Edelman (MIT)

    Applied Parallel Computing - Chapter 12: Support Vector Machines and Singular Value Decomposition - Alan Edelman (MIT)

    Applied Parallel Computing - Chapter 1: Introduction - Alan Edelman (MIT)

    Applied Parallel Computing - Chapter 2: MPI, OpenMP, MATLAB - Alan Edelman (MIT)

    Applied Parallel Computing - Chapter 3: Parallel Prefix - Alan Edelman (MIT)

    Applied Parallel Computing - Chapter 4: Dense Linear Algebra - Alan Edelman (MIT)

    Applied Parallel Computing - Chapter 5: Sparse Linear Algebra - Alan Edelman (MIT)

    Applied Parallel Computing - Chapter 6: Parallel Machines - Alan Edelman (MIT)

    Applied Parallel Computing - Chapter 7: FFT - Alan Edelman (MIT)

    Applied Parallel Computing - Chapter 8: Domain Decomposition - Alan Edelman (MIT)

    Applied Parallel Computing - Chapter 9: Particle Methods - Alan Edelman (MIT)

    Banach spaces - Paul Garrett (University of Minnesota)

    Butterworth Filters, Scaling functions and Frame Wavelets - Kim, Rae Young (영남대)

    Calculus - Analytic Geometry in 3 Dimensions - Hartley Rogers (MIT)

    Calculus - Calculus of 1-Variable Vector Functions - Hartley Rogers (MIT)

    Calculus - Calculus of Vector Functions - Hartley Rogers (MIT)

    Calculus - Conservative Fields - Hartley Rogers (MIT)

    Calculus - Constrained Maximum-Minimum Problems - Hartley Rogers (MIT)

    Calculus - Curl and Stokes' Theorem - Hartley Rogers (MIT)

    Calculus - Curvilinear Coordinates, Change of Variables - Hartley Rogers (MIT)

    Calculus - Determinants (cont.), Matrix Algebra - Hartley Rogers (MIT)

    Calculus - Divergence and the Divergence Theorem - Hartley Rogers (MIT)

    Calculus - Elimination Method for the Chain Rule - Hartley Rogers (MIT)

    Calculus - Equation Systems - Hartley Rogers (MIT)

    Calculus - Euclidean Geometry in 3 Dimensions, Geometric Proofs - Hartley Rogers (MIT)

    Calculus - Geometric Vectors and Vector Algebra - Hartley Rogers (MIT)

    Calculus - Green's Theorem - Hartley Rogers (MIT)

    Calculus - Integrals in Polar, Cylindrical and Spherical Coordinates - Hartley Rogers (MIT)

    Calculus - Iterated Integrals - Hartley Rogers (MIT)

    Calculus - Line Integrals - Hartley Rogers (MIT)

    Calculus - Line Integrals (cont.), Conservative Fields (cont.) - Hartley Rogers (MIT)

    Calculus - Linear Approximation and Differentiability, Gradient - Hartley Rogers (MIT)

    Calculus - Maximum-Minimum Problems - Hartley Rogers (MIT)

    Calculus - Multiple Integrals - Hartley Rogers (MIT)

    Calculus - n-Vectors and Matrices - Hartley Rogers (MIT)

    Calculus - n-Vectors and Matrices (cont.) - Hartley Rogers (MIT)

    Calculus - Paths and Curves - Hartley Rogers (MIT)

    Calculus - Physical Applications - Hartley Rogers (MIT)

    Calculus - Row Reduction, Determinants - Hartley Rogers (MIT)

    Calculus - Scalar Fields, Cylindrical Coordinates - Hartley Rogers (MIT)

    Calculus - Stokes' Theorem (cont.) - Hartley Rogers (MIT)

    Calculus - Subspaces - Hartley Rogers (MIT)

    Calculus - Surface Integrals - Hartley Rogers (MIT)

    Calculus - Surfaces - Hartley Rogers (MIT)

    Calculus - The Chain Rule - Hartley Rogers (MIT)

    Calculus - Vector Algebra with Cartesian Coordinates - Hartley Rogers (MIT)

    Calculus - Vector Fields - Hartley Rogers (MIT)

    Calculus I - Lecture 1 - Kiryl Tsishchanka (New York University)

    Calculus I - Lecture 10 - Kiryl Tsishchanka (New York University)

    Calculus I - Lecture 11 - Kiryl Tsishchanka (New York University)

    Calculus I - Lecture 12 - Kiryl Tsishchanka (New York University)

    Calculus I - Lecture 13 - Kiryl Tsishchanka (New York University)

    Calculus I - Lecture 14 - Kiryl Tsishchanka (New York University)

    Calculus I - Lecture 15 - Kiryl Tsishchanka (New York University)

    Calculus I - Lecture 16 - Kiryl Tsishchanka (New York University)

    Calculus I - Lecture 17 - Kiryl Tsishchanka (New York University)

    Calculus I - Lecture 18 - Kiryl Tsishchanka (New York University)

    Calculus I - Lecture 19 - Kiryl Tsishchanka (New York University)

    Calculus I - Lecture 2 - Kiryl Tsishchanka (New York University)

    Calculus I - Lecture 20 - Kiryl Tsishchanka (New York University)

    Calculus I - Lecture 3 - Kiryl Tsishchanka (New York University)

    Calculus I - Lecture 4 - Kiryl Tsishchanka (New York University)

    Calculus I - Lecture 5 - Kiryl Tsishchanka (New York University)

    Calculus I - Lecture 6 - Kiryl Tsishchanka (New York University)

    Calculus I - Lecture 7 - Kiryl Tsishchanka (New York University)

    Calculus I - Lecture 8 - Kiryl Tsishchanka (New York University)

    Calculus I - Lecture 9 - Kiryl Tsishchanka (New York University)

    Calculus II - Lecture 1 - Kiryl Tsishchanka (New York University)

    Calculus II - Lecture 10 - Kiryl Tsishchanka (New York University)

    Calculus II - Lecture 11 - Kiryl Tsishchanka (New York University)

    Calculus II - Lecture 12 - Kiryl Tsishchanka (New York University)

    Calculus II - Lecture 13 - Kiryl Tsishchanka (New York University)

    Calculus II - Lecture 14 - Kiryl Tsishchanka (New York University)

    Calculus II - Lecture 2 - Kiryl Tsishchanka (New York University)

    Calculus II - Lecture 3 - Kiryl Tsishchanka (New York University)

    Calculus II - Lecture 4 - Kiryl Tsishchanka (New York University)

    Calculus II - Lecture 5 - Kiryl Tsishchanka (New York University)

    Calculus II - Lecture 6 - Kiryl Tsishchanka (New York University)

    Calculus II - Lecture 7 - Kiryl Tsishchanka (New York University)

    Calculus II - Lecture 8 - Kiryl Tsishchanka (New York University)

    Calculus II - Lecture 9 - Kiryl Tsishchanka (New York University)

    Cantor-Schroeder-Bernstein theorem - Paul Garrett (University of Minnesota)

    Cech vs. derived-functor sheaf cohomology - Paul Garrett (University of Minnesota)

    Climate modeling: A challenge for mathematicians - George R. Sell (University of Minnesota)

    Co-evolutionary approaches for numerical optimization - Tahk, Min Jae (KAIST)

    CO2 격리를 위한 해양퇴적층 활용기술 - 박용찬, 윤치호, 유동근, 이동길, 김영주, 성원모, 강성길 (한국지질자원연구원, 한양대학교, 한국해양연구원)

    CO2 해양처리기술의 국내외 현황과 향후 비전 - 강성길, 강창구, 정노택, 박용찬 (한국해양연구원, 한국지질자원연구원)

    CO2 해양처리에 따른 해양생태계 영향평가기술 - 이정석, 이규태, 강성길 ((주)네오앤비즈 환경안전연구소, 한국해양연구원)

    Cohomology of line bundles - Mircea Mustata (University of Michigan)

    Computational Biology - Lecture11 - Bhubaneswar Mishra (New York University)

    Computational Biology - Lecture2 - Bhubaneswar Mishra (New York University)

    Computational Biology - Lecture3 - Bhubaneswar Mishra (New York University)

    Computational Biology - Lecture4 - Bhubaneswar Mishra (New York University)

    Computational Biology - Lecture5 - Bhubaneswar Mishra (New York University)

    Computational Biology - Lecture6 - Bhubaneswar Mishra (New York University)

    Computational Biology - Lecture7 - Bhubaneswar Mishra (New York University)

    Computational Biology - Lecture9 & 10 - Bhubaneswar Mishra (New York University)

    Computational modeling of wave propagations in composite saturated poroviscoelastic media - Sheen, Dongwoo (서울대)

    Constraint-Preserving Numerical Methods for Hyperbolic Partial Differential Equations - Manuel Torrilhon (HKUST)

    Design of parallel block Lanczos code based on data structure of multifrontal solver - Park, Si Hyong (서울대)

    Distributed Algorithms 1 Lecture Notes 1 - Nancy Lynch (MIT)

    Distributed Algorithms 10 Lecture Notes 10 - Nancy Lynch (MIT)

    Distributed Algorithms 11 Lecture Notes 11 - Nancy Lynch (MIT)

    Distributed Algorithms 12 Lecture Notes 12 - Nancy Lynch (MIT)

    Distributed Algorithms 13 Lecture Notes 13 - Nancy Lynch (MIT)

    Distributed Algorithms 14 Lecture Notes 14 - Nancy Lynch (MIT)

    Distributed Algorithms 15 Lecture Notes 15 - Nancy Lynch (MIT)

    Distributed Algorithms 16 Lecture Notes 16 - Nancy Lynch (MIT)

    Distributed Algorithms 17 Lecture Notes 17 - Nancy Lynch (MIT)

    Distributed Algorithms 18 Lecture Notes 18 - Nancy Lynch (MIT)

    Distributed Algorithms 19 Lecture Notes 19 - Nancy Lynch (MIT)

    Distributed Algorithms 2 Lecture Notes 2 - Nancy Lynch (MIT)

    Distributed Algorithms 20 Lecture Notes 20 - Nancy Lynch (MIT)

    Distributed Algorithms 21 Lecture Notes 21 - Nancy Lynch (MIT)

    Distributed Algorithms 22 Problem Set 1 A - Nancy Lynch (MIT)

    Distributed Algorithms 23 Problem Set 1 B - Nancy Lynch (MIT)

    Distributed Algorithms 24 Problem Set 2 A - Nancy Lynch (MIT)

    Distributed Algorithms 25 Problem Set 2 B - Nancy Lynch (MIT)

    Distributed Algorithms 26 Problem Set 3 A - Nancy Lynch (MIT)

    Distributed Algorithms 27 Problem Set 3 B - Nancy Lynch (MIT)

    Distributed Algorithms 28 Problem Set 4 A - Nancy Lynch (MIT)

    Distributed Algorithms 29 Problem Set 4 B - Nancy Lynch (MIT)

    Distributed Algorithms 3 Lecture Notes 3 - Nancy Lynch (MIT)

    Distributed Algorithms 30 Problem Set 5 A - Nancy Lynch (MIT)

    Distributed Algorithms 31 Problem Set 5 B - Nancy Lynch (MIT)

    Distributed Algorithms 32 Problem Set 6 A - Nancy Lynch (MIT)

    Distributed Algorithms 33 Problem Set 6 B - Nancy Lynch (MIT)

    Distributed Algorithms 34 Problem Set 7 A - Nancy Lynch (MIT)

    Distributed Algorithms 35 Problem Set 7 B - Nancy Lynch (MIT)

    Distributed Algorithms 4 Lecture Notes 4 - Nancy Lynch (MIT)

    Distributed Algorithms 5 Lecture Notes 5 - Nancy Lynch (MIT)

    Distributed Algorithms 6 Lecture Notes 6 - Nancy Lynch (MIT)

    Distributed Algorithms 7 Lecture Notes 7 - Nancy Lynch (MIT)

    Distributed Algorithms 8 Lecture Notes 8 - Nancy Lynch (MIT)

    Distributed Algorithms 9 Lecture Notes 9 - Nancy Lynch (MIT)

    Distribution of CCK-IR cells in the digestive tract of the Gobiidae from Jeju Island, Korea - Sang Woo Hur, Sung Jun Kim, Young Bo Song, Chi Hoon Lee, Akurange Himali Inoshika Ranasinghe, Young Don Lee (제주대학교)

    Divisors and line bundles - Mircea Mustata (University of Michigan)

    Driectional Wave-rider Buoy와 ADCP에 의한 파향스팩트럼 관측 비교분석 - 윤종주 ()

    Ehrhart polynomials - Mircea Mustata (University of Michigan)

    Eigenvalue problem for a singular one-dimensional p-Laplacian and its applications - Sim, Inbo (부산대)

    Elements of convex geometry - Mircea Mustata (University of Michigan)

    Estimation of dietary intake and human health risk of dioxins and dioxin-like contaminants by the consumption of marine organisms from Korean coastal waters - Hyo Bang Moon, Su Jeong Lee, Sang Soo Kim, Min Kyu Choi, Gui Young Kimi, Jong Soo Park ()

    Evaluation of robust performance of fuzzy supervisory control technique - Park, Kwan-Soon (동국대)

    Exact dynamic stiffness matrix of non-symmetric thin-walled curved beams - Kim, Moon-Young (성균관대)

    Expansive Wavelet-based Approaches For Satellite Image Fusion - Choi, Myungjin (KAIST)

    Fans and toric varieties - Mircea Mustata (University of Michigan)

    FEM on Nonlinear Free Surface Flow - Bai, Kwang June (서울대)

    Game Theory - Appendix. - Thomas Ferguson (UCLA)

    Game Theory - Games in Coalitional Form. - Thomas Ferguson (UCLA)

    Game Theory - Impartial Combinatorial Games. - Thomas Ferguson (UCLA)

    Game Theory - Introduction - Thomas Ferguson (UCLA)

    Game Theory - Two-Person General-Sum Games. - Thomas Ferguson (UCLA)

    Game Theory - Two-person Zero-Sum Games. - Thomas Ferguson (UCLA)

    Geometric Representation theory - Dennis Gaitsgory (Harvard University)

    Gill Ultrastructure of the Spiny Top Shell, Batillus cornutus (Gastropoda: Turbinidae) - Gwi Gwon Jung (여수대학교)

    GKZ decompositions and toric Mori theory - Mircea Mustata (University of Michigan)

    Graph Theory - Reinhard Diestel (Universitaet Hamburg)

    GRAPH THEORY,Introduction to Social Network Methods - Robert A. Hanneman (University of California Riverside)

    Growth and hematological changes of rockfish, Sebates schlegeli (Hilgendorf) exposed to dietary Cu and Cd - S.G. Kim, Eom, S.S. Kim, H.G. Jin & J.C. Kang (부경대학교)

    Hilbert's 5th problem and proper actions of lie groups - Soren Illman ()

    Hydrodynamic Characteristics of Pressure Impulse on Seawater Exchange Breakwater - 안석진 (세종대학교 건설환경공학과)

    Identification for Insulin Signal Kinetics in HEK293 Cells via Mathematical Modeling - 김광익 (POSTECH)

    Identification of origin of numerical scatter in crash simulation in parallel computing environment - Paik, Seung-Hoon (서울대)

    IMO/MEPC 53차 회의에서의 밸러스트수 처리시스템 검토 - 김은찬 (한국해양연구원 해양시스템안전연구소)

    Impacts of ENSO on skipjack tuna (Katsuwonus pelamis) in the Western Central pacific Ocean - Eun Jung Kim, Su Am Kim, Dae Yeon Moon (부경대학교)

    Introduction to Algorithms 1 Administrivia - Introduction - Analysis of Algorithms, Insertion Sort, Mergesort - Erik Demaine; Charles Leiserson (MIT)

    Introduction to Algorithms 10 Red-black Trees, Rotations, Insertions, Deletions - Erik Demaine; Charles Leiserson (MIT)

    Introduction to Algorithms 11 Augmenting Data Structures, Dynamic Order Statistics, Interval Trees - Erik Demaine; Charles Leiserson (MIT)

    Introduction to Algorithms 12 Skip Lists - Erik Demaine; Charles Leiserson (MIT)

    Introduction to Algorithms 13 Amortized Algorithms, Table Doubling, Potential Method - Erik Demaine; Charles Leiserson (MIT)

    Introduction to Algorithms 14 Competitive Analysis: Self-organizing Lists - Erik Demaine; Charles Leiserson (MIT)

    Introduction to Algorithms 15 Dynamic Programming, Longest Common Subsequence - Erik Demaine; Charles Leiserson (MIT)

    Introduction to Algorithms 16 Greedy Algorithms, Minimum Spanning Trees - Erik Demaine; Charles Leiserson (MIT)

    Introduction to Algorithms 17 Shortest Paths I: Properties, Dijkstra\'s Algorithm, Breadth-first Search - Erik Demaine; Charles Leiserson (MIT)

    Introduction to Algorithms 18 Shortest Paths II: Bellman-Ford, Linear Programming, Difference Constraints - Erik Demaine; Charles Leiserson (MIT)

    Introduction to Algorithms 19 Shortest Paths III: All-pairs Shortest Paths, Matrix Multiplication, Floyd-Warshall, Johnson - Erik Demaine; Charles Leiserson (MIT)

    Introduction to Algorithms 2 Asymptotic Notation - Recurrences - Substitution, Master Method - Erik Demaine; Charles Leiserson (MIT)

    Introduction to Algorithms 20 Advanced Topics - Erik Demaine; Charles Leiserson (MIT)

    Introduction to Algorithms 21 Advanced Topics (cont.) - Erik Demaine; Charles Leiserson (MIT)

    Introduction to Algorithms 22 Advanced Topics (cont.) - Erik Demaine; Charles Leiserson (MIT)

    Introduction to Algorithms 23 Advanced Topics (cont.) - Discussion of Follow-on Classes - Erik Demaine; Charles Leiserson (MIT)

    Introduction to Algorithms 3 Divide-and-Conquer: Strassen, Fibonacci, Polynomial Multiplication - Erik Demaine; Charles Leiserson (MIT)

    Introduction to Algorithms 4 Quicksort, Randomized Algorithms - Erik Demaine; Charles Leiserson (MIT)

    Introduction to Algorithms 5 Linear-time Sorting: Lower Bounds, Counting Sort, Radix Sort - Erik Demaine; Charles Leiserson (MIT)

    Introduction to Algorithms 6 Order Statistics, Median - Erik Demaine; Charles Leiserson (MIT)

    Introduction to Algorithms 7 Hashing, Hash Functions - Erik Demaine; Charles Leiserson (MIT)

    Introduction to Algorithms 8 Universal Hashing, Perfect Hashing - Erik Demaine; Charles Leiserson (MIT)

    Introduction to Algorithms 9 Relation of BSTs to Quicksort - Analysis of Random BST - Erik Demaine; Charles Leiserson (MIT)

    Introduction to Analysis - Robert M. Anderson (University of California, Berkeley)

    Introduction to Analysis - Robert M. Anderson (University of California, Berkeley)

    Introduction to Analysis - Robert M. Anderson (University of California, Berkeley)

    Introduction to Finite Mathematics with Applications (NCSU) - Introduction to matrices and matrix addition (10:15) - Lavon B. Page (North Carolina State University)

    Introduction to Optimization Methods - 1 - Katta G. Murty (University of Michigan)

    Introduction to Optimization Methods - 10 - Katta G. Murty (University of Michigan)

    Introduction to Optimization Methods - 11 - Katta G. Murty (University of Michigan)

    Introduction to Optimization Methods - 12 - Katta G. Murty (University of Michigan)

    Introduction to Optimization Methods - 13 - Katta G. Murty (University of Michigan)

    Introduction to Optimization Methods - 14 - Katta G. Murty (University of Michigan)

    Introduction to Optimization Methods - 2 - Katta G. Murty (University of Michigan)

    Introduction to Optimization Methods - 3 - Katta G. Murty (University of Michigan)

    Introduction to Optimization Methods - 4 - Katta G. Murty (University of Michigan)

    Introduction to Optimization Methods - 5 - Katta G. Murty (University of Michigan)

    Introduction to Optimization Methods - 6 - Katta G. Murty (University of Michigan)

    Introduction to Optimization Methods - 7 - Katta G. Murty (University of Michigan)

    Introduction to Optimization Methods - 8 - Katta G. Murty (University of Michigan)

    Introduction to Optimization Methods - 9 - Katta G. Murty (University of Michigan)

    Introduction to Probability and Statistics - Bayes' Estimators - Dmitry Panchenko (MIT)

    Introduction to Probability and Statistics - Bayes' Formula - Dmitry Panchenko (MIT)

    Introduction to Probability and Statistics - Central Limit Theorem, Gamma Distribution, Beta Distribution - Dmitry Panchenko (MIT)

    Introduction to Probability and Statistics - Chi-square Distribution, t-distribution, Confidence Intervals for Parameters of Normal Distribution - Dmitry Panchenko (MIT)

    Introduction to Probability and Statistics - Conditional Distributions, Multivariate Distributions - Dmitry Panchenko (MIT)

    Introduction to Probability and Statistics - Confidence Intervals for Parameters of Normal Distribution - Dmitry Panchenko (MIT)

    Introduction to Probability and Statistics - Contingency Tables, Tests of Independence and Homogeneity - Dmitry Panchenko (MIT)

    Introduction to Probability and Statistics - Covariance and Correlation, Cauchy-Schwartz Inequality - Dmitry Panchenko (MIT)

    Introduction to Probability and Statistics - Cumulative Distribution Function - Dmitry Panchenko (MIT)

    Introduction to Probability and Statistics - Estimation Theory, Bayes' Estimators - Dmitry Panchenko (MIT)

    Introduction to Probability and Statistics - Expectation, Chebyshev's Inequality - Dmitry Panchenko (MIT)

    Introduction to Probability and Statistics - Functions of Random Variables, Convolution - Dmitry Panchenko (MIT)

    Introduction to Probability and Statistics - Functions of Random Variables: Sum, Product, Ratio, Maximum, Change of Variables - Dmitry Panchenko (MIT)

    Introduction to Probability and Statistics - Hypotheses Testing, Bayes' Decision Rules - Dmitry Panchenko (MIT)

    Introduction to Probability and Statistics - Independence of Events - Dmitry Panchenko (MIT)

    Introduction to Probability and Statistics - Kolmogorov-Smirnov Goodness-of-fit Test - Dmitry Panchenko (MIT)

    Introduction to Probability and Statistics - Law of Large Numbers, Median - Dmitry Panchenko (MIT)

    Introduction to Probability and Statistics - Linear Transformations of Random Vectors, Review of Problem Set 4 - Dmitry Panchenko (MIT)

    Introduction to Probability and Statistics - Marginal Distributions - Dmitry Panchenko (MIT)

    Introduction to Probability and Statistics - Matching Problem, Conditional Probability - Dmitry Panchenko (MIT)

    Introduction to Probability and Statistics - Maximum Likelihood Estimators - Dmitry Panchenko (MIT)

    Introduction to Probability and Statistics - Most Powerful Test for Two Simple Hypotheses - Dmitry Panchenko (MIT)

    Introduction to Probability and Statistics - Multinomial Coefficients, Union of Events - Dmitry Panchenko (MIT)

    Introduction to Probability and Statistics - Normal Distribution, Central Limit Theorem - Dmitry Panchenko (MIT)

    Introduction to Probability and Statistics - Poisson Distribution, Approximation of Binomial Distribution, Normal Distribution - Dmitry Panchenko (MIT)

    Introduction to Probability and Statistics - Probability, Set Operations - Dmitry Panchenko (MIT)

    Introduction to Probability and Statistics - Properties of Expectation, Variance, Standard Deviation - Dmitry Panchenko (MIT)

    Introduction to Probability and Statistics - Properties of Probability - Dmitry Panchenko (MIT)

    Introduction to Probability and Statistics - Random Variables and Distributions - Dmitry Panchenko (MIT)

    Introduction to Probability and Statistics - Review for Exam 1 - Dmitry Panchenko (MIT)

    Introduction to Probability and Statistics - Review for Exam 2 - Dmitry Panchenko (MIT)

    Introduction to Probability and Statistics - Review for the Final Exam - Dmitry Panchenko (MIT)

    Introduction to Probability and Statistics - Review of Test 2 - Dmitry Panchenko (MIT)

    Introduction to Probability and Statistics - Simple Goodness-of-fit Test, Composite Hypotheses - Dmitry Panchenko (MIT)

    Introduction to Probability and Statistics - Solutions to Problem Set 1 - Dmitry Panchenko (MIT)

    Introduction to Probability and Statistics - t-test - Dmitry Panchenko (MIT)

    Introduction to Probability and Statistics - Two-sample t-test, Goodness-of-fit Tests, Pearson's Theorem - Dmitry Panchenko (MIT)

    k-ε 난류모형을 사용한 해빈류의 수치해석 - 이영권 ()

    Lecture Notes 1 - Mohammad Ghomi (Georgia Tech)

    Lecture Notes 10 - Mohammad Ghomi (Georgia Tech)

    Lecture Notes 2 - Mohammad Ghomi (Georgia Tech)

    Lecture Notes 3 - Mohammad Ghomi (Georgia Tech)

    Lecture Notes 4 - Mohammad Ghomi (Georgia Tech)

    Lecture Notes 5 - Mohammad Ghomi (Georgia Tech)

    Lecture Notes 6 - Mohammad Ghomi (Georgia Tech)

    Lecture Notes 7 - Mohammad Ghomi (Georgia Tech)

    Lecture Notes 8 - Mohammad Ghomi (Georgia Tech)

    Lecture Notes 9 - Mohammad Ghomi (Georgia Tech)

    Line transect방법에서 확률밀도함수에 따른 상괭이의 자원개체수 추정 - 장창익, 박겸준 (부경대학교)

    Localizations and Conjectures from String Duality - Kefeng Liu (UCLA)

    Long time asymptotics and a potential comparison technique - Kim, Yong Jung (KAIST)

    Mantle Ultrasturcture and Periostracum Formation of the Equilateral Venus, Gomphina veneriformis (Bivalvia: Veneridae) - Jung Jun Park (여수대학교)

    Mathematical Exposition - Bifurcations - Emma Carberry (MIT)

    Mathematical Exposition - Examples of Dynamical Systems, Orbits - Emma Carberry (MIT)

    Mathematical Exposition - Fractals - Emma Carberry (MIT)

    Mathematical Exposition - Fractals (cont.) - Emma Carberry (MIT)

    Mathematical Exposition - Graphical Analysis of Orbits, Fixed and Periodic Points - Emma Carberry (MIT)

    Mathematical Exposition - Newton's Method - Emma Carberry (MIT)

    Mathematical Exposition - Sarkovskii's Theorem - Emma Carberry (MIT)

    Mathematical Exposition - Sarkovskii's Theorem (cont.), The Role of the Critical Orbit - Emma Carberry (MIT)

    Mathematical Exposition - Symbolic Dynamics - Emma Carberry (MIT)

    Mathematical Exposition - The Quadratic Family - Emma Carberry (MIT)

    Mathematical Exposition - Transition to Chaos - Emma Carberry (MIT)

    Metric spaces - Paul Garrett (University of Minnesota)

    MGIS 기반 웹 GUI 시스템 구축 방안 - 김종규, 박상우, 이문옥 (여수대학교)

    Multi-dimensional limiting process for hyperbolic conservation laws - Kim, Chongam (서울대)

    Nano-S가 해양수질 및 저질에 미치는 영향에 관한 연구 1. 실내수조실험 결과 - 조천래, 조현서, 장영남 (여수대학교, 한국지질자원연구원)

    NEMURO model을 이용한 동중국해의 하위 생태계 특성 연구 - 이종희, 장창익 (부경대학교)

    Network disconnection problems in a centralized network - Myung, Young-Soo (단국대)

    NOAA/AVHRR 자료를 이용한 한반도 주변해역의 해수면온도 및 수온전선의 시ㆍ공간 변화 - 윤홍주, 변혜경 (부경대학교 위성정보과학과)

    Notes on Introductory Point-Set Topology - Allen Hatcher (Cornell University)

    Number theory - Elementary number theory - Yuri Tschinkel (New York University)

    Number theory - Introduction - Yuri Tschinkel (New York University)

    Number theory - L-functions - Yuri Tschinkel (New York University)

    Number theory - p-adic analysis I - Yuri Tschinkel (New York University)

    Number theory - p-adic analysis II - Yuri Tschinkel (New York University)

    Number theory - p-adic measures - Yuri Tschinkel (New York University)

    Number theory - p-adic numbers - Yuri Tschinkel (New York University)

    Number theory - Prime Number Theorem - Yuri Tschinkel (New York University)

    Number theory - Quadratic and cubic fields - Yuri Tschinkel (New York University)

    Number theory - Quadratic reciprocity - Yuri Tschinkel (New York University)

    Number theory - Riemann zeta function - Yuri Tschinkel (New York University)

    Number theory - Riemann zeta function: zeroes - Yuri Tschinkel (New York University)

    Numerical Methods for Scientific Computing II - Robert Krasny (University of Michigan)

    operators on Hilbert spaces - Paul Garrett (University of Minnesota)

    Optimal Control Theory Applied to a Difference Equation Model of Cardiopulmonary Resuscitation with Chest Compression Only - Jung, Eunok (건국대)

    Ordinary Differential Equations - Robert Coleman (University of California, Berkeley)

    Ordinary Differential Equations - Robert Coleman (University of California, Berkeley)

    Ordinary Differential Equations - Robert Coleman (University of California, Berkeley)

    Ordinary Differential Equations - Robert Coleman (University of California, Berkeley)

    Ordinary Differential Equations - Robert Coleman (University of California, Berkeley)

    Ordinary Differential Equations - Robert Coleman (University of California, Berkeley)

    Ordinary Differential Equations - Robert Coleman (University of California, Berkeley)

    Ordinary Differential Equations - Robert Coleman (University of California, Berkeley)

    Ordinary Differential Equations - Robert Coleman (University of California, Berkeley)

    Ordinary Differential Equations - Robert Coleman (University of California, Berkeley)

    Ordinary Differential Equations - Robert Coleman (University of California, Berkeley)

    Ordinary Differential Equations - Robert Coleman (University of California, Berkeley)

    Ordinary Differential Equations - Robert Coleman (University of California, Berkeley)

    Ordinary Differential Equations - Robert Coleman (University of California, Berkeley)

    Ordinary Differential Equations - Robert Coleman (University of California, Berkeley)

    Ordinary Differential Equations - Robert Coleman (University of California, Berkeley)

    Ordinary Differential Equations - Robert Coleman (University of California, Berkeley)

    Ordinary Differential Equations - Robert Coleman (University of California, Berkeley)

    Ordinary Differential Equations - Robert Coleman (University of California, Berkeley)

    Ordinary Differential Equations - Robert Coleman (University of California, Berkeley)

    Oxygen Delivery Through Capillaries - Go, Jaegwi (전남대)

    Quantitative Methods in Economic Analysis I - 1 - Arne Hallam (Iowa State University)

    Quantitative Methods in Economic Analysis I - 10 - Arne Hallam (Iowa State University)

    Quantitative Methods in Economic Analysis I - 11 - Arne Hallam (Iowa State University)

    Quantitative Methods in Economic Analysis I - 12 - Arne Hallam (Iowa State University)

    Quantitative Methods in Economic Analysis I - 13 - Arne Hallam (Iowa State University)

    Quantitative Methods in Economic Analysis I - 14 - Arne Hallam (Iowa State University)

    Quantitative Methods in Economic Analysis I - 15 - Arne Hallam (Iowa State University)

    Quantitative Methods in Economic Analysis I - 16 - Arne Hallam (Iowa State University)

    Quantitative Methods in Economic Analysis I - 17 - Arne Hallam (Iowa State University)

    Quantitative Methods in Economic Analysis I - 2 - Arne Hallam (Iowa State University)

    Quantitative Methods in Economic Analysis I - 3 - Arne Hallam (Iowa State University)

    Quantitative Methods in Economic Analysis I - 4 - Arne Hallam (Iowa State University)

    Quantitative Methods in Economic Analysis I - 5 - Arne Hallam (Iowa State University)

    Quantitative Methods in Economic Analysis I - 6 - Arne Hallam (Iowa State University)

    Quantitative Methods in Economic Analysis I - 7 - Arne Hallam (Iowa State University)

    Quantitative Methods in Economic Analysis I - 8 - Arne Hallam (Iowa State University)

    Quantitative Methods in Economic Analysis I - 9 - Arne Hallam (Iowa State University)

    RAPD 마크에 의한 김의 분류학적 연구 - 이복규, 허윤성,백재민, 박소혜, 허만규 (동의대학교, 수산과학원 해조류연구소)

    Recent Results on the Moduli Spaces of Riemann Surfaces - Kefeng Liu (UCLA)

    Return-mapping algorithm for cyclic loading analysis of damaged structures - Lee, Hae Sung (서울대)

    Robust structural control design using generalized semi-infinite min-max optimization - Park, Wonsuk (서울대)

    Schwartz-function envelopes of rapidly decreasing - Paul Garrett (University of Minnesota)

    Segmentation and background extraction with application to e-catalogue - Lee, Chang-Ock (KAIST)

    Simple algebras and involutions - Paul Garrett (University of Minnesota)

    Single Variable Calculus - Approximations, Mean Value Theorem - Jason Starr (MIT)

    Single Variable Calculus - Area and Arc Length in Polar Coordinates - Jason Starr (MIT)

    Single Variable Calculus - Areas between Curves, Volumes of Revolutions, and Slicing - Jason Starr (MIT)

    Single Variable Calculus - Chain Rule and Implicit Differentiation - Jason Starr (MIT)

    Single Variable Calculus - Curve Sketching - Jason Starr (MIT)

    Single Variable Calculus - Definite Integrals - Jason Starr (MIT)

    Single Variable Calculus - Differential Equations and Separation of Variables - Jason Starr (MIT)

    Single Variable Calculus - Differentials and Indefinite Integrals - Jason Starr (MIT)

    Single Variable Calculus - Differentiation Formulas: Products and Quotients - Jason Starr (MIT)

    Single Variable Calculus - Final Review - Jason Starr (MIT)

    Single Variable Calculus - Improper Integrals - Jason Starr (MIT)

    Single Variable Calculus - Indeterminate Forms and L'Hospital's Rule - Jason Starr (MIT)

    Single Variable Calculus - Inequalities, Zeros, and Newton's Method - Jason Starr (MIT)

    Single Variable Calculus - Infinite Series - Jason Starr (MIT)

    Single Variable Calculus - Integration by Inverse Substitution - Jason Starr (MIT)

    Single Variable Calculus - Integration by Partial Fractions - Jason Starr (MIT)

    Single Variable Calculus - Integration by Parts - Jason Starr (MIT)

    Single Variable Calculus - Inverse Trigonometric Functions and Hyperbolic Functions - Jason Starr (MIT)

    Single Variable Calculus - Max-Min Problems - Jason Starr (MIT)

    Single Variable Calculus - Numerical Integration and Review of Unit 3 - Jason Starr (MIT)

    Single Variable Calculus - Parametric Equations and Arc Length - Jason Starr (MIT)

    Single Variable Calculus - Power Series - Jason Starr (MIT)

    Single Variable Calculus - Properties of Definite Integrals - Jason Starr (MIT)

    Single Variable Calculus - Related Rates - Jason Starr (MIT)

    Single Variable Calculus - Review for Exam 1 - Jason Starr (MIT)

    Single Variable Calculus - Slope and Derivative, Limits and Continuity - Jason Starr (MIT)

    Single Variable Calculus - Surface Area and Polar Coordinate Graphs - Jason Starr (MIT)

    Single Variable Calculus - The Derivatives of Exponential and Logarithm Functions - Jason Starr (MIT)

    Single Variable Calculus - The Derivatives of Trigonometric Functions - Jason Starr (MIT)

    Single Variable Calculus - The Fundamental Theorem of Calculus - Jason Starr (MIT)

    Single Variable Calculus - Velocity and Rates of Change - Jason Starr (MIT)

    Single Variable Calculus - Volumes by Shells and Average Values - Jason Starr (MIT)

    spectral theorem for self-adjoint compact operators on Hilbert spaces - Paul Garrett (University of Minnesota)

    Stabilization for the Nonlinear damped Wave Equations in Exterior Domains - Jung, Il Hyo (부산대)

    stochastic processes - Lecture 1&2 - S. R. Srinivasa Varadhan (New York University)

    stochastic processes - Lecture 10 - S. R. Srinivasa Varadhan (New York University)

    stochastic processes - Lecture 11 - S. R. Srinivasa Varadhan (New York University)

    stochastic processes - Lecture 12 - S. R. Srinivasa Varadhan (New York University)

    stochastic processes - Lecture 13 - S. R. Srinivasa Varadhan (New York University)

    stochastic processes - Lecture 3&4 - S. R. Srinivasa Varadhan (New York University)

    stochastic processes - Lecture 5 - S. R. Srinivasa Varadhan (New York University)

    stochastic processes - Lecture 6 - S. R. Srinivasa Varadhan (New York University)

    stochastic processes - Lecture 7 - S. R. Srinivasa Varadhan (New York University)

    stochastic processes - Lecture 8 - S. R. Srinivasa Varadhan (New York University)

    stochastic processes - Lecture 9 - S. R. Srinivasa Varadhan (New York University)

    Systematic Study of Genus Porphyra Using ITS - 박소혜, 허만규, 이복규, 허윤성, 백재민 (동의대학교, 수산과학원 해조류연구소)

    The finite element method dealing with corner singularities: Div-Curl system - Kim, Seokchan (창원대)

    Thermodynamically self-consistent model for a material that undergoes solid-liquid-gas phase transitions with chemical reaction - Yoh, Jai-ick (서울대)

    Topex/Poseidon 및 NOAA 위성 자료를 이용한 제주도 주변해역의 중국대륙연안수 영향에 관한 연구 - 윤홍주, 조한근 (부경대학교 위성정보과학과)

    Topics in Several Complex Variables-01.Functions of one Complex Variable, Cauchy Integral Formula, Taylor Series, Analytic Continuation - Victor Guillemin (MIT)

    Topics in Several Complex Variables-02.Cauchy Integral Formula (cont.), Inhomogeneous C.R. Equation, Riemann Equation in One Variable, Functions of Several Complex Variables - Victor Guillemin (MIT)

    Topics in Several Complex Variables-03.The Inhomogeneous Cauchy-Riemann Equation in Several Variables, Hartog's Theorem - Victor Guillemin (MIT)

    Topics in Several Complex Variables-04.Applying Hartog's Theorem, The Dolbeault Complex, Exactness of the Dolbeault Complex on Polydisks - Victor Guillemin (MIT)

    Topics in Several Complex Variables-05.The Holomorphic Version of the Poincare Lemma - Victor Guillemin (MIT)

    Topics in Several Complex Variables-06.The Inverse Function Theorem and the Implicit Function Theorem for Holomorphic Mappings - Victor Guillemin (MIT)

    Topics in Several Complex Variables-07.Complex Manifolds: Affine and Projective Varieties - Victor Guillemin (MIT)

    Topics in Several Complex Variables-08.Complex Manifolds: Affine and Projective Varieties (cont.) - Victor Guillemin (MIT)

    Topics in Several Complex Variables-09.Sheaf Theory and Sheaf Cohomology - Victor Guillemin (MIT)

    Topics in Several Complex Variables-10.The DeRham Theorem for Acyclic Covers - Victor Guillemin (MIT)

    Topics in Several Complex Variables-11.Identification of Cech Cohomology Groups with the Cohomology Groups of the Dolbeault Complex - Victor Guillemin (MIT)

    Topics in Several Complex Variables-12.Linear Aspects of Symplectic and Kaehler Geometry - Victor Guillemin (MIT)

    Topics in Several Complex Variables-13.The Local Geometry of Kaehler Manifolds, Strictly Pluri-subharmonic Functions and Pseudoconvexity - Victor Guillemin (MIT)

    Topics in Several Complex Variables-14.The Ricci Form and the Kaehler Einstein Equation - Victor Guillemin (MIT)

    Topics in Several Complex Variables-15.The Fubini Study Metric on CPn - Victor Guillemin (MIT)

    Topics in Several Complex Variables-16.Differential Operators on Rn and Manifolds - Victor Guillemin (MIT)

    Topics in Several Complex Variables-17.Smoothing Operators, Fourier Analysis on the n-torus - Victor Guillemin (MIT)

    Topics in Several Complex Variables-18.Pseudodifferential Operators on Tn and Open Subsets of Tn, Elliptic Operators on Compact Manifolds - Victor Guillemin (MIT)

    Topics in Several Complex Variables-19.Systems of Elliptic Operators and Elliptic Operators on Vector Bundles - Victor Guillemin (MIT)

    Topics in Several Complex Variables-20.Elliptic Complexes and Examples - Victor Guillemin (MIT)

    Topics in Several Complex Variables-21.Hodge Theory, the *-operator - Victor Guillemin (MIT)

    Topics in Several Complex Variables-22.Computing the *-operator - Victor Guillemin (MIT)

    Topics in Several Complex Variables-23.The *-operator in Kaehler Geometry - Victor Guillemin (MIT)

    Topics in Several Complex Variables-24.The *-operator in Kaehler Geometry (cont.) - Victor Guillemin (MIT)

    Topics in Several Complex Variables-25.The Symplectic Version of the Hodge Theory - Victor Guillemin (MIT)

    Topics in Several Complex Variables-26.The Symplectic Version of the Hodge Theory (cont.) - Victor Guillemin (MIT)

    Topics in Several Complex Variables-27.The Brylinski Conjecture and the Hard Lefchetz Theorem, Hodge Theory on Riemannian Manifolds - Victor Guillemin (MIT)

    Topics in Several Complex Variables-28.Basic Facts About Representations of SL(2,R), SL(2,R) Modules of Finite H-type - Victor Guillemin (MIT)

    Topics in Several Complex Variables-29.Hodge Theory on Kaehler Manifolds - Victor Guillemin (MIT)

    Topics in Several Complex Variables-30.Hodge Theory on Kaehler Manifolds (cont.) - Victor Guillemin (MIT)

    Topics in Several Complex Variables-31.Actions of Lie Groups on Manifolds, Hamiltonian G Actions on Symplectic Manifolds - Victor Guillemin (MIT)

    Topics in Several Complex Variables-32.Symplectic Reduction - Victor Guillemin (MIT)

    Topics in Several Complex Variables-33.Kaehler Reduction and GIT Theory - Victor Guillemin (MIT)

    Topics in Several Complex Variables-34.Toric Varieties - Victor Guillemin (MIT)

    Topics in Several Complex Variables-35.The Cohomology Groups of Toric Varieties - Victor Guillemin (MIT)

    Topics in Several Complex Variables-36.Stanley's Proof of the McMullen Conjecture - Victor Guillemin (MIT)

    Topics in Statistics: Nonparametrics and Robustness 1 Outliers - Richard Dudley (MIT)

    Topics in Statistics: Nonparametrics and Robustness 10 Non-existence of some Affinely Equivariant Location Functionals in Dimension d - Richard Dudley (MIT)

    Topics in Statistics: Nonparametrics and Robustness 11 Location and Scatter Functionals - Richard Dudley (MIT)

    Topics in Statistics: Nonparametrics and Robustness 12 Problem Set 1 - Richard Dudley (MIT)

    Topics in Statistics: Nonparametrics and Robustness 13 Problem Set 2 - Richard Dudley (MIT)

    Topics in Statistics: Nonparametrics and Robustness 14 Problem Set 3 - Richard Dudley (MIT)

    Topics in Statistics: Nonparametrics and Robustness 15 Problem Set 4 - Richard Dudley (MIT)

    Topics in Statistics: Nonparametrics and Robustness 16 Problem Set 5 - Richard Dudley (MIT)

    Topics in Statistics: Nonparametrics and Robustness 17 Problem Set 6 - Richard Dudley (MIT)

    Topics in Statistics: Nonparametrics and Robustness 18 Problem Set 7 - Richard Dudley (MIT)

    Topics in Statistics: Nonparametrics and Robustness 19 Problem Set 8 - Richard Dudley (MIT)

    Topics in Statistics: Nonparametrics and Robustness 2 Quantiles - Richard Dudley (MIT)

    Topics in Statistics: Nonparametrics and Robustness 20 Hint(Problem Set 2) - Richard Dudley (MIT)

    Topics in Statistics: Nonparametrics and Robustness 21 Hint(Problem Set 3) - Richard Dudley (MIT)

    Topics in Statistics: Nonparametrics and Robustness 22 Hint(Problem Set 4) - Richard Dudley (MIT)

    Topics in Statistics: Nonparametrics and Robustness 3 Combining the Run and Mann-Whitney-Wilcoxon Tests - Richard Dudley (MIT)

    Topics in Statistics: Nonparametrics and Robustness 4 Bretagnolle and Massart\'s Proof of the KMT Theorem for the Uniform Empirical Process - Richard Dudley (MIT)

    Topics in Statistics: Nonparametrics and Robustness 5 The Delta-Method and Asymptotics of some Estimators - Richard Dudley (MIT)

    Topics in Statistics: Nonparametrics and Robustness 6 Introduction to Robustness: Breakdown Points - Richard Dudley (MIT)

    Topics in Statistics: Nonparametrics and Robustness 7 Breakdown Points of some 1-Dimensional Location Estimators - Richard Dudley (MIT)

    Topics in Statistics: Nonparametrics and Robustness 8 M-estimators and their Consistency - Richard Dudley (MIT)

    Topics in Statistics: Nonparametrics and Robustness 9 The Spatial Median - Richard Dudley (MIT)

    Two-channel Sampling in Wavelet Subspaces - Lee, Eunghyun (KAIST)

    Uniqueness of invariant distributions - Paul Garrett (University of Minnesota)

    Various regularization functions in system identification problems for solids - Lee, Jeeho (동국대)

    vector-valued holomorphic functions, weak-to-strong holomorphy - Paul Garrett (University of Minnesota)

    Waveform inversion using logarithmic wavefield - Shin, Changsoo (서울대)

    가숭어(Chelon haenatohelia) 난모세포 배양계를 이용한 에스트라디올 생성과 EDCs의 독성 효과 - 백혜자, 황인준, 이영돈, 김형배 (부경대학교 자원생물학과, 제주대학교 해양과환경연구소, 강원도립대학교 해양생물자원개발과)

    거제 준설물질과 처분해역의 표증퇴적물 중 PAHs 함량 - 이강영, 김영일, 홍기훈 (KORDI)

    거제 준설물질과 처분해역의 표층퇴적물 중 PCBs 함량 - 김창준, 김영일, 이강영, 홍기훈 ()

    겨울철 온난화와 남해 방어 생산량의 장기변동 - 이승종, 고유봉 (제주대학교 해양과환경연구소, 제주대학교 해양생산과학전공)

    경남 연안역의 폭풍해일고의 추정 - 허동수 ()

    고등어(Scomber japonicus) 피부계의 미세구조 및 조직화학적 특징 - 진영국 (여수대학교 수산생명의학과)

    광양만 유역의 수질 및 표층퇴적물에서의 PFOS 및 PFCs의 오염에 관한 연구 - 조현서, 강조해, 이대인, 조천래, 최민호 (여수대학교)

    광양만내 하구순환 특성 연구 - 김종규, 김명원, 이문옥, 강태순 (여수대학교 해양공학과, (주)지오시스템리서치)

    국민소득 2만불 시대를 위한 첨단 해양기술 - 홍사영 (해양시스템 안전연구소)

    굴 산업의 현황과 전망 - 이종훈 (굴수하식수산산업협동조합 )

    기수호 수질 환경변화에 관한 현장관측 - 김규한, 이기희, 편종근 (관동대학교, (주)에코마린, 명지대학교)

    낙동강 하구역 진우도 주변의 퇴적환경변화 - 윤한삼, 유창일, 류청로, 이인철 (부경대학교 해양산업개발연구소, 부경대학교 해양공학과)

    낙동강 하구역의 부유현탁물질 수송의 계절변화 - 김종렬, 이인철, 윤한삼 (부경대학교 해양공학과, 부경대학교 해양산업개발연구소)

    낙동강 하구역의 연안개발 실태와 사주 환경 변화 해석 - 김종렬, 이인철 (부경대학교 해양공학과)

    낙동강 하구역의 입자성부유물질 수지예측 - 김경희, 이인철 (부경대학교 해양공학과)

    남해 동부연안 해수순환 특성에 관한 연구 - 김차겸 (남해전문대학 토목환경시스템과)

    남해안 인공어초어장의 생태적 특성 분석 - 윤장택, 김대권, 차병열, 조성환, 서성호 (국립수산과학원 남해수산연구소)

    대형인공리프에 의한 용승류 발생효과에 관한 연구 - 김규한, 편종근 ()

    도시형 어항ㆍ어촌 관광자원화 실태와 개발방향 분석 - 부산지역관광객ㆍ어촌주민 설문조사를 중심으로 - - 김영표, 김대식, 유창일, 윤한삼, 김헌태, 류청로 (부산광역시 수산행정과, 부경대학교 해양공학과, 부경대학교 해양산업개발연구소)

    동중국해 북동해역에서의 해수순환모델 - 권철휘, 조광우, Tetsuo Yanagi (한국수권환경연구센터, 한국환경정책.평가연구원, 큐슈대학교)

    동해 심층수 사업해역의 부유사(SS) 영향예측 - 윤석진, 이인철, 김현주 (부경대학교 해양공학과, 한국해양연구원 해양심층수 연구센터)

    동해 해양 심층수를 이용한 화장품 제형 연구 - 조우택,고현길, 백지훈, 정동호, 김관철 (애경산업 화장품 연구소, 한국해양연구원)

    동해심층수의 미량금속과 영양염의 거동 - 윤상철, 윤이용, 김평중, 황재동, 황운기, 서영상 (관동대학교, 서해수산연구소, 동해수산연구소)

    동해해양심층수의 생리활성 효과 - 유근석, 백지훈, 신경훈,정동호, 김관철 (애경산업 화장품 연구소, 한국해양 연구원)

    마산만 오염퇴적물 투기 해역의 생태회복 - 이찬원, 하경애, 박형준 (경남대학교 환경공학부)

    목포해역 해일환경 변화 - 문승록 ()

    미역 추출물에 의한 염증 (부종 및 홍반) 억제 효과 - M.N.A. Khan, Y.P. Gyawali, 윤승제, 최재석, 강세은, 홍용기 (부경대학교)

    바다목장화 사업 - 김종만 (한국해양연구원)

    방어, Seriola quinqueradiata의 생리기능에 미치는 고이산화탄소 환경의 영향 - 이경선, 이시마츠아츠시 (목포해양대학교, 나가사키대학)

    방어의 어장 형성 특징과 자워생물학적 연구 - 장대수, 유준택, 조성환, 고준철 (국립수산과학원 제주수산연구소, 국립수산과학원 남해수산연구소. 제주대학교)

    밸러스트수 관리 국제여건의 변화와 정책 대응 방향 - 육근형, 남정호 (한국해양수산개발원)

    복합공법에 의한 해양심층수 취수시설공사 설계 - 정동호, 김현주, 문덕수 (한국해양연구원 해양시스템안전연구솧)

    부산 주변 해역에서 채집된 살오징어(Todarodes pacificus)의 식성 - 백근욱, 송혜진, 김수암 (해양과학공동연구소, 부경대학교 자원생물학과)

    부표운동의 비디오 영상을 이용한 파랑측정 - 김백운, 조홍연 ()

    북서태평양 인접국가간 방제 협력체제 구축현황과 과제 - 강창구, 강성길, 오정환 ()

    분산보정기법을 적용한 지진해일 수치모형 - 윤성범 (한양대학교)

    사각단면을 갖는 거칠기 요소에 의한 유동 변화 - 현범수, 서은정, 김무롱 (한국해양대학교)

    사석구조물의 공극률에 따른 내-외부 파동장의 수치모의 - 차종호, 윤한삼, 강윤구, 류청로 (부경대학교 해양공학과, 부경대학교 해양산업개발연구소, 삼성물산(건설부문))

    생태계 모델을 이용한 울산해역의환경변화 예측 - 신범식 ()

    서해 조간대 바지락 체내의 EROD 활동도 - 주효정, 최진영, 김경태, 양동범, 최청일, 신경훈 (한국해양연구원, 한양대학교 지구해양과학과)

    섬진강 하구 염분분포와 하천유지유량 - 강윤호, 조기안, 최상덕, 추효상, 김종규 (여수대학교 수산과학연구원, 초당대학교 환경공학과, 여수대학교 수산생명과학부, 여수대학교 해양시스템학부)

    소라(Batillus cornutus)의 외투막의 미세구조 - 정귀권 (여수대학교 수산생명의학과)

    소라(Batillus cornutus)의 정소 구조와 정자형성과정 - 주선미 (여수대학교 수산생명의학과)

    수산음향을 이용한 살오징어 자원의 추정 가능성 - 강돈혁, 이경호, 김종만 (한국해양연구원 해양생물자원연구본부, 부대학교 수산과학대학)

    수치해석을 이용한 이어도 기지 구조물의 대기 유동에 미치는 영향 분석과 해상풍 관측 오차 평가 - 이경록 (서울대학교 기계항공공학부)

    시멘트 고화제 고결공법 공사장의 용존성 중금속 분흡 변화 - 김경태, 김은수, 오영민, 조성록, 정경호, 박준건 (한국해양연구원, 한국해양연구원 부설 극지연구소)

    시화호 배수갑문 조작에 의한 염도 및 탁도변화 - 조홍연 (한국해양연구원)

    시화호와 주변 환경의 중금속 분흡 특성과 오염 - 김경태, 김은수, 조성록, 정경호, 박준건 (KORDI)

    신 성장동력으로서 MT의 구현방안 - 최항순 (서울대학교)

    신형식 역삼투 복합막을 이용한 담수화장치 성능평가 - 홍영기, 송경헌, 문덕수, 김현주 (배제대학교, 한국해양연구원)

    실시간 수온모니터링 및 위성영상에 의한 광양만 표층수온 분포특성 - 김종규, 조성훈, 박일흠 (여수대학교 해양공학과)

    실시간 침체어망 조사장비 개발 및 실해역 성능시험 - 김선동, 성홍근, 정노택, 김명훈, 이은재, 임용곤, 최현택, 변성훈, 강창구 (한국해양연구원)

    심해환경에서 탄소섬유/에폭시 적층복합재의 압축파괴특성 - 이경엽, 하성록, 김현주, 정동호 (경희대학교 테크노공학대학, 경희대학교 기계공학과, 한국해양연구원)

    안면도 일대에 분포하는 저변성 퇴적암의 생성환경과 퇴적시기 - 소영석 (충북대학교)

    연안생태환경공간의 복원/조성 기술 - 퇴적환경변화 및 적지조사 - - 이인철, 김경회, 류청로, 김윤태 (부경대학교 해양공학과)

    열분해에 의한 유기 폐기물의 유류자원화 기술에 관한 기초 연구 - 최혁진, 유선경, 오상우, 강창구, 이승훈 (한국해양연구원 해양시스템안전연구소)

    영광원자력 발전소 주변의조간대 및 조하대 대형저서동물의 분포 특성 - 임주환, 문형태, 박래환, 최휴창, 전인성 (한국전력공사 전력연구원, 한국수력원자력(주) 원자력환경기술원)

    온천요법과 피부질환 - 이승헌 (연세대학교 의과대학 피부과)

    완도 및 고금도 북부 해역의 해황 특성(II) - 이문옥, 박일흠 (여수대학교 해양시스템학부)

    우리나라 연안관리지역계획의 수립여건과 개선방안 -완도군을 사례지역으로- - 최지연, 김종덕, 정명국, 최희정, 이민경, 이원갑 (한국해양수산개발원 해양환경.연안연구실)

    우리나라 패류 양식현황 및 금후 대책 - 오봉세 (국립수산과학원 패류연구센터)

    울산만 퇴적물중 알킬페놀류 화합물의 분흡 - 최민규 (국립수산과학원 환경관리팀)

    위성원격탐사 자료를 이용하 낙동강유역 클로로필 a의 추정 - 김상우, 김해동, 박상원, 서영상,정희동, 안지숙 (국립수산과학원, 계명대학교)

    유공벽의파에너지 소모계수 - 윤성범 (한양대학교)

    유적의 파 중 및 오일펜스 주위에서의 거동에 관하여 -이정묵 교수의 연구를 중심으로- - 송무석 (홍익대학교 조선해양공학과)

    유한 체적법을 이용한 시간의존 완경사 파랑방정식의 해석 - 천제호 (한동대학교)

    이어도 해양과학기지와부이에서 관측한 자료의 비교분석 - 심재설, 민인기, 이동영 ()

    인공어초에서 진행된 해조류의 천이 및 인공 해중림의 조성 - 최창근, Masao Ohno, 손철현 (한국해양대학교 해양기술연구소, 일본 고지대학교, 부경대학교 양식학과)

    인공정장을 이용하 넙치 정자의 냉장보존 효과 - 임한규, 안철민, 손맹현, 김응오, 김대중, 조용철, 박윤정 (국립수산과학원 양식관리팀)

    자망 망목크기별에 따른 어획효과 - 윤장택, 김대권, 최임호, 김병섭 (국립수산과학원 남해수산연구소)

    장보고정신의 21세기 구현을 위한 해양정책방향 - 강종희 (한국해양수산개발원)

    잿방어 (Seriola dumerili) 피부상피층의 전자현미경적 구조 - 진영국 (여수대학교 수산생명의학과)

    전해수의 성분 특성과 활용 방안 - 문덕수, 김현주, 정동호, 손유선, 최미연 (한국해양연구원 해양개발시스템연구본부)

    정교한 입자추적 모듈의 개발과 적용 - 이석 ()

    제주도 천지연 기수역에 서식하는 검정망둑, Tridentiger obscurus의 산란특성 - 진영석, 박창범, 김한준, 허상우, 김병호, 김병직, 백혜자, 김형배, 이영돈 (제주대 해양과 환경연구소, 부경대학교 자원생물학과, 강원도립대학 해양생물자원개발과)

    지속가능한 해양수산과 연안환경 보전방안 - 이규형 (여수대학교)

    진해만 가덕수도에서의 하계 부유물질 수송량 산정 - 노광수, 이인철, 김헌태 (부경대학교 해양공학과)

    진해만 대형 저서동물군집 공간 분포 - 임경훈, 신현출, 윤성명, 고철환 (여수대학교 해양스스템학부, 조선대학교 과학교육학부, 서울대학교 지구환경과학부)

    진해만 유입오염부하량의 시ㆍ공간적 변동해석 - 공화훈, 이인철, 옥곤 (부경대학교 해양공학과, 부경대학교 다이옥신 연구센터)

    차귀도 지역에서 계측된 대진폭 파랑의 특성 해석 - 김도영, 홍기용 (홍익대학교, 한국해양연구원)

    참돔, Pagrus major의 성분화 과정에 관여하는 내분비기구에 대한 연구 - 임봉수 (제주대학교 해양과환경연구소)

    최근 한국 연안해역에 출현하는 유해적조 플랑크톤 침편모조류 Chattonella의 특성 - 김대일, 노일현, 윤양호 (여수대학교)

    태풍 예상 진로에 따른 태풍파의 예보 - 이정렬 (성균관대학교)

    태풍시 연안내해에서의 설계파랑 모의산정 - 강시환 (한국해양연구원)

    통영명품 진주산업 유성전략 - 강석중, 최병대 (국립경상대학 해양과학대학)

    패류양식해역 환경용량 산정 - 이원찬 (국립수산과학원)

    폐 FRP 선박 용융안정화 처리기술 개발 - 길상인, 윤진한, 성홍근, 전태병, 정노택, 김선동, 강창구 (한국해양연구원)

    폐쇄성 해역을 위한 부영양화 지수의평가와 적용 - 홍정희, 이찬원, 김기태 (경남대 교육대학원, 경남대 환경공학과)

    한국 남해안에서 세디멘트 트랩으로 포획한 식물플랑크톤 및 Cochlodinium polykrikoides 관찰 - 강윤자, 문창호, 조현진 (부경대학교, 해양경찰청 해양오염관리국)

    한국 남해에 출현하는 삼치 (Scomberomorus niphnius)의 식성 - 백근욱 (부경대학교 해양과학공동연구소)

    한국 동해안 참가자미 pleuromectes herzensteini의 자원생물학적연구 II. 연령, 성장에 관하여 - 박기영, 허영희, 박헌우, 홍승현, 이성일, 최수하 (국립수산과학원 동해수산연구소, 강릉대학교 해양생명 공학부)

    한국 메기목(Siluriformes)의 어류의 분자계통분류적 연구 - 김맹진, 정상철, 송춘복 (제주대학교 해양과학부)

    한국 서해산 꽃게, Portunus trituberculatus의 계군분석 -1. 비교 형태학적 방법 - - 연인자, 임양재, 손명호, 확학진, 이만우 (국립수산과학원 서해수산연구소)

    한국 해역에 분포하는 밍크고래, Balaenoptera acutorostrata의 연령과 성장 - 김장근, 나종헌, 손호선, 장창익 (부경대학교, 국립수산과학원 고래연구센타)

    항만공사시 부유토사 발생량에 대한 수리해석적 산정 - 강시환, 전기천, 강인남, 장원호 (한국해양연구원,한국항만기술단,한국해양연구원)

    해상유출물질의 감식ㆍ분석 기법 연구 - 이완섭, 김창균, 김한규, 김인태 (해양경찰청 시험연구과)

    해안사구 주변의 표사환경 변화에 관한 검토 - 김규한, 유형석, 편종근 (관동대학교, 명지대학교)

    해양 케이블의 거동에 관한 수치해석 및 현장실험의 비교분석 - 권도영, 박한일, 이판묵 (한국해양대학교)

    해양심층수 첨가가 발효숙성 기간 중 간장의 이화학적 특성에 미치는 영향 - 장재현, 문덕수, 최용호, 정용일 (샘표식품 기술연구소, 해양시스템안전연구소 해양심층수연구센터)

    해양심층수를 이용한 녹차음료 개발 - 이동수, 이태헌, 최원영, 최미연, 김창민 (동원 F&B 식품과학연구소, 한국해양연구원)

    해양심층수를 이용한 농산물의 기능성 향상 - 강원희, 문덕수, 정동호, 김현주 (강원대학교 농생명대학 원예학과, 한국해양연구원 해양개발시스템연구본부)

    해양심층수를 활용한 주류 개발 - 청주 - 곽중기, 김은수, 손유선 (두산 R&D 센터, 한국해양연구원)

    해양심층수의 에너지 활용에 관한 연구 - 박성제, 홍용주, 김효봉, 김현주 (한국기계연구원, 한국해양연구원)

    해양퇴적토에 오염된 다환방향족탄화수소 분해 증진을 위한 bioreactor 조건 연구 - 정홍배, Tian Yun, 이희순,권개경, 김상진 (한국해양연구원 해양생명공학연구센터)

    해양환경보전 남북한 협력체계 구축 방안 - 남정호 (한국해양수산개발원)

    해역 복원에 따른 점착성 토사의 이동에 관한 수치실험 - 박일흠, 김길균, 이익효 (여수대학교)

    현장관측자료 및 수치모형에 의한 가막만의 해수유동 - 이문옥, 김병국, 박성진, 김종규 (여수대학교 해양공학과, (주)지오시스템리서치)

    호안제체를 통한 해수교환을 고려한 해수유동모델링 - 정태성 ()

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