Course Info

• Topic: 3차원 그래픽스 및 3 차원 상호작용에 관한 최근의 연구동향에 관하여 공부한다.
• Classroom: 302-208
• Time: Mon, Wed 11:00 - 12:15

Bulletin Board

Course Notes

• Introduction
• Chapter 1 & 2
• Transformation
• Applied Geometry
• Bézier Curves and Surfaces
• Chapter 9
• Chapter 13 | Chapter 13 (Modified)
• Chapter 14
• Some reference papers:
  • Efficient collision detection using a dual OBB-sphere bounding volume hierarchy
  • Incremental 3D collision detection with hierarchical data structures
• Chapter 11
• Quaternion

Resources

• Past Exams & Quizzes
  • 2010: Quiz 1 | Midterm
• Homeworks
  • You may use either GLUT (outdated) or FreeGLUT.
  • Homework 1-1
    • Example programs 1, 2 (Available keys: 'a', 'o')
    • Example code for Bézier curve editing
  • Homework 1-2
    • Example programs1, 2 (Available keys: 'a', 'o', 'c')
  • Homework 1-3
    • Example program
  • Homework 1-4
    • Example program (Available keys: 's', 'f', 'r', 'b')
  • Homework 2-1
    • Some videos and materials for consideration.
    • You may use any mesh model for this homework. However, if you cannot find any, here are some mesh models that you can use:
      • Utah Teapot
      • Stanford Bunny
      • Stanford Dragon (large)
      • Blender Suzanne
    • Example program (bunny.obj and wt_teapot.obj should be in the same folder.)
  • Homework 2-2
    • Example program

Instructor

• Myung-Soo Kim
• Office: 302-330
• Tel: 880-1838
• Fax: 889-1838
• E-mail: mskim at snu.ac.kr
• Homepage: http://3map.snu.ac.kr/mskim

Teaching Assistant

• Yunku Kang
• Office: 302-315-1
• Tel: 880-1840
• E-mail: yunku2002 at 3map.snu.ac.kr

Prerequisites

• Computer Graphics (4190.410)

Textbook

• Tomas Akenine-Möller and Eric Haines, Real-Time Rendering, 2nd Ed., A K Peters, Natick, Massachusets, 2002.

Grading

• Midterm Exam: 100 pts
• Final Exam: 100 pts
• Homeworks, Quizzes & Projects: 100 pts

Syllabus