Канал: 3D Computer Graphics: Math Intro w/ OpenGL

07 05 Normal Vectors for a Surface of Revolution

07 05 Normal Vectors for a Surface of Revolution

11 06 Piecewise Bezier Curves

11 06 Piecewise Bezier Curves

11 05 Semicircles and Circular Arcs with Rational Bezier Curves

11 05 Semicircles and Circular Arcs with Rational Bezier Curves

11 04 Recursive Subdivision for Degree Three Bezier Curves

11 04 Recursive Subdivision for Degree Three Bezier Curves

11 03 The De Casteljau Algorithm

11 03 The De Casteljau Algorithm

11 02 Example of Particle Motion with a Bezier Curve

11 02 Example of Particle Motion with a Bezier Curve

11 01 Bezier Curves of Degrees 1, 2 and 3

11 01 Bezier Curves of Degrees 1, 2 and 3

10 03 Hue (Color Representations)

10 03 Hue (Color Representations)

10 02 Color Representation

10 02 Color Representation

10 01 Color Perception

10 01 Color Perception

09 06 Bump Maps 1080p

09 06 Bump Maps 1080p

09 04 Texture Maps in OpenGL

09 04 Texture Maps in OpenGL

09 03 Supersampling for Texture Maps

09 03 Supersampling for Texture Maps

09 02 Bilinear and Mipmapping

09 02 Bilinear and Mipmapping

09 01 Introduction to Texture Maps

09 01 Introduction to Texture Maps

08 09 Convex Sets and Linear Interpolation

08 09 Convex Sets and Linear Interpolation

08 08 Interpolation and Extrapolation

08 08 Interpolation and Extrapolation

08 07 Bilinear Interpolation

08 07 Bilinear Interpolation

08 06 Visualizing Barycentric Coordinates

08 06 Visualizing Barycentric Coordinates

11 07 Catmull Rom curves

11 07 Catmull Rom curves

09 07 Hyperbolic Interpolation

09 07 Hyperbolic Interpolation

08 05 Calculating Barycentric Coordinates

08 05 Calculating Barycentric Coordinates

08 04 Area Interpretation of Barycentric Coordinates

08 04 Area Interpretation of Barycentric Coordinates

08 03 Barycentric Coordinates - Introduction

08 03 Barycentric Coordinates - Introduction

08 02 Linear Combinations, Affine Combinations and Weighted Averages

08 02 Linear Combinations, Affine Combinations and Weighted Averages

08 01 Linear Interpolation (Lerp-ing)

08 01 Linear Interpolation (Lerp-ing)

07 04 Transformation of Surface Normals

07 04 Transformation of Surface Normals

07 03 Normals for an Implicitly Defined Surface

07 03 Normals for an Implicitly Defined Surface

07 02 Normals for Parametric Surfaces

07 02 Normals for Parametric Surfaces

07 01 Surface Normals - Introduction

07 01 Surface Normals - Introduction

06 07 Gouraud Interpolation and Phong Interpolation

06 07 Gouraud Interpolation and Phong Interpolation

06 05 Distance Attenuation and Spotlights

06 05 Distance Attenuation and Spotlights

06 04 Fresnel Specularity with the Schlick Approximation

06 04 Fresnel Specularity with the Schlick Approximation

06 03 PhongLighting: Specular Light

06 03 PhongLighting: Specular Light

06 02 Phong LIghting: Ambient Light and Diffuse Light

06 02 Phong LIghting: Ambient Light and Diffuse Light

06 01 Introduction to Phong Lighting

06 01 Introduction to Phong Lighting

06 06 Multiple Lights for Phong Lighting

06 06 Multiple Lights for Phong Lighting

05 08 Perspective Transformations, Depth and Hyperbolic Interpolation

05 08 Perspective Transformations, Depth and Hyperbolic Interpolation

05 07 Points at Infinity and Perspective Space

05 07 Points at Infinity and Perspective Space

05 06 glFrustum and gluPerspective

05 06 glFrustum and gluPerspective

05 05 Perspective Transformations including Pseudodistance

05 05 Perspective Transformations including Pseudodistance

05 04 Shadows with Perspective Transformations

05 04 Shadows with Perspective Transformations

05 03 Perspective Transformations, Part I

05 03 Perspective Transformations, Part I

05 02 Orthographic Projections

05 02 Orthographic Projections

05 01 Projective Transformations and the OpenGL Pipeline

05 01 Projective Transformations and the OpenGL Pipeline

04 09 Composition of Transformations - A Second View

04 09 Composition of Transformations - A Second View

04 08 The Rotation Matrix Formula

04 08 The Rotation Matrix Formula

04 07 Euler's Theorem and Teapot Rotation Demo

04 07 Euler's Theorem and Teapot Rotation Demo

04 06 Generalized Rotations

04 06 Generalized Rotations

03 06 Homogeneous Coordinates and Affine Matrix Representations

03 06 Homogeneous Coordinates and Affine Matrix Representations

03 05 Compositions and Generalized Rotations

03 05 Compositions and Generalized Rotations

02 03 Flat and smooth shading with OpenGL shaders

02 03 Flat and smooth shading with OpenGL shaders

03 02 Visualizing Linear and Affine Transformations in the Plane

03 02 Visualizing Linear and Affine Transformations in the Plane

04 05 Euler's Theorem on Rotations in 3-Space

04 05 Euler's Theorem on Rotations in 3-Space

02 02 simpleDrawModern OpenGL starter program

02 02 simpleDrawModern OpenGL starter program

04 02 Solar System example

04 02 Solar System example

02 05 glDrawElements in OpenGL

02 05 glDrawElements in OpenGL

04 03 Rigid, Orientation Preserving Transformations

04 03 Rigid, Orientation Preserving Transformations

03 04 Inverse transformations

03 04 Inverse transformations

03 03 Matrices representations and rotations

03 03 Matrices representations and rotations

03 07 Hierarchical Composition of Transformations

03 07 Hierarchical Composition of Transformations

02 04 Vertex Attributes and Uniform Variables in OpenGL

02 04 Vertex Attributes and Uniform Variables in OpenGL

03 01 OpenGL Pipeline: Linear and Affine Transformations

03 01 OpenGL Pipeline: Linear and Affine Transformations

04 01 Introduction to Transformations in 3 Dimensions

04 01 Introduction to Transformations in 3 Dimensions

04 04 Rigid, Orientation Preserving Transformations in 2-Space

04 04 Rigid, Orientation Preserving Transformations in 2-Space

02 01 Vertex and Fragment Shaders in OpenGL

02 01 Vertex and Fragment Shaders in OpenGL

01 02 Rendering Points, Lines and Triangles

01 02 Rendering Points, Lines and Triangles

01 01 Introduction to OpenGL and GPU's

01 01 Introduction to OpenGL and GPU's

01 03 Culling, Hidden Surface Algorithms, Animation

01 03 Culling, Hidden Surface Algorithms, Animation