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Computer-science-and-engineering--computer-graphics0

Advanced Engineering Mathematics (View More...)

Concept of Domain, Limit, Continuity and Differentiality	lec11	47:34 to 51:09	PDF	VIDEO
Concept of Domain, Limit, Continuity and Differentiality	lec11	51:09 to upto	PDF	VIDEO
Analytic Functions, C-R Equations	lec12	04:04 to 08:29	PDF	VIDEO
Analytic Functions, C-R Equations	lec12	08:29 to 12:36	PDF	VIDEO
Line Integral in the Complex	lec14	04:14 to 10:49	PDF	VIDEO
Line Integral in the Complex	lec14	10:49 to 17:42	PDF	VIDEO
Line Integral in the Complex	lec14	19:02 to 24:57	PDF	VIDEO
Line Integral in the Complex	lec14	24:57 to 28:44	PDF	VIDEO
Cauchy Integral Theorem	lec15	00:32 to 03:28	PDF	VIDEO
Cauchy Integral Theorem	lec15	08:21 to 13:59	PDF	VIDEO

Biometrics (View More...)

lec3	lec3	20:48 to 28:05	PDF	VIDEO
lec4	lec4	38:43 to upto	PDF	VIDEO
Spatial Filtering	lec5	03:07 to 04:40	PDF	VIDEO
Spatial Filtering	lec5	07:20 to 11:14	PDF	VIDEO
lec6	lec6	00:25 to 03:22	PDF	VIDEO
lec6	lec6	08:14 to 12:04	PDF	VIDEO
lec6	lec6	34:16 to 36:34	PDF	VIDEO
lec6	lec6	38:27 to 40:29	PDF	VIDEO
Canny Edge Detection	lec7	06:51 to 09:48	PDF	VIDEO
Canny Edge Detection	lec7	20:05 to 21:22	PDF	VIDEO

Computer Graphics- Sukhedu Das (View More...)

Scan Converting Lines, Circles and Ellipses	lec17	00:45 to 00:50	PDF	VIDEO
Solid Modelling	lec23	29:01 to 44:39	PDF	VIDEO
Illumination and Shading (Contd...)	lec35	00:31 to 00:42	PDF	VIDEO
Illumination and Shading (Contd...)	lec35	00:42 to 49:51	PDF	VIDEO
Illumination and Shading (Contd...)	lec35	49:51 to upto	PDF	VIDEO
Curve Representation (contd...)	lec37	00:36 to 00:36	PDF	VIDEO
Curve Representation (contd...)	lec37	00:42 to 00:44	PDF	VIDEO
Curve Representation (contd...)	lec37	8:25 to 14:34	PDF	VIDEO
Curves and Surface Representation	lec38	00:26 to 00:31	PDF	VIDEO
Graphics Programming using OpenGL	lec39	00:26 to 25:03	PDF	VIDEO

Engineering Physics II (View More...)

Module No. # 03	lec13	41:27 to 44:51	PDF	VIDEO
Module No. # 03	lec13	51:32 to 53:33	PDF	VIDEO
Module No. # 03	lec15	04:55 to 09:00	PDF	VIDEO
Module No. # 03	lec15	12:22 to 15:52	PDF	VIDEO
Module No. # 04	lec18	08:24 to 11:08	PDF	VIDEO
Module No. # 04	lec18	11:08 to 13:21	PDF	VIDEO
Module No. # 04	lec18	13:21 to 17:00	PDF	VIDEO
Module No. # 04	lec20	12:47 to 20:06	PDF	VIDEO
Module No. # 04	lec20	24:16 to 27:40	PDF	VIDEO
Module No. # 04	lec24	47:24 to 50:21	PDF	VIDEO

Introduction to Computer Graphics (View More...)

Introduction	lec1	39:18 to 42:30	PDF	VIDEO
Rendering (Contd..)	lec22	00:11 to 00:14	PDF	VIDEO
Rendering (Contd..)	lec22	00:15 to 00:18	PDF	VIDEO
Rendering (Contd..)	lec22	7:45 to 00:11	PDF	VIDEO
Ray Tracing (Contd...)	lec26	54:11 to 55:14	PDF	VIDEO
Ray Tracing Assignment 3:	lec27	48:45 to 51:05	PDF	VIDEO
Ray Tracing Assignment 3:	lec27	51:05 to 52:33	PDF	VIDEO
Computer Animation	lec33	20:33 to 22:52	PDF	VIDEO
Computer Animation	lec33	22:52 to 23:43	PDF	VIDEO
Computer Animation	lec33	23:43 to 24:23	PDF	VIDEO

Mathematics I (View More...)

Infinite Series I	lec13	44:08 to 47:36	PDF	VIDEO
Sequences	lec2	43:06 to 46:12	PDF	VIDEO
Functions of Several Variables	lec22	23:41 to 26:57	PDF	VIDEO
Functions of Several Variables	lec22	26:57 to 31:13	PDF	VIDEO
Sequence- III	lec4	04:41 to 07:27	PDF	VIDEO
Continuous Functions	lec5	21:02 to 25:57	PDF	VIDEO
Continuous Functions	lec5	35:18 to 38:41	PDF	VIDEO
Continuous Functions	lec5	38:41 to 41:12	PDF	VIDEO
Continuous Functions	lec5	42:33 to 44:33	PDF	VIDEO
Uniform Continuity	lec7	53:38 to 57:25	PDF	VIDEO

Mathematics-II (View More...)

Application of Cauchy Integral Formula	lec5	02:40 to 07:42	PDF	VIDEO
Application of Cauchy Integral Formula	lec5	07:42 to 16:07	PDF	VIDEO
Application of Cauchy Integral Formula	lec5	16:07 to 18:07	PDF	VIDEO
Application of Cauchy Integral Formula	lec5	27:25 to 35:41	PDF	VIDEO
Application of Cauchy Integral Formula	lec5	41:12 to 45:16	PDF	VIDEO
Zeroes, Singularities and Poles	lec6	11:27 to 17:14	PDF	VIDEO
Residue Integration Method	lec7	28:19 to 33:44	PDF	VIDEO

Mathematics-III (View More...)

Convergence of the Fourier Series	lec26	12:07 to 12:54	PDF	VIDEO
Convergence of the Fourier Series	lec26	12:54 to 13:33	PDF	VIDEO
Convergence of the Fourier Series	lec26	13:33 to 14:52	PDF	VIDEO
Convergence of the Fourier Series	lec26	18:08 to 18:55	PDF	VIDEO
Convergence of the Fourier Series	lec26	53:24 to upto	PDF	VIDEO
Fourier Integrals	lec27	20:27 to 21:12	PDF	VIDEO
Fourier Integrals	lec27	22:14 to 26:27	PDF	VIDEO
Laplace Transformation	lec8	36:35 to 37:25	PDF	VIDEO
Laplace Transformation	lec8	37:25 to 38:45	PDF	VIDEO
Laplace Transformation (Contd.)	lec9	08:15 to 09:54	PDF	VIDEO

Numerical Methods and Ordinary Differential Equations (View More...)

Introduction to First order PDE	lec22	19:30 to 22:32	PDF	VIDEO
Introduction to First order PDE	lec22	26:57 to 31:04	PDF	VIDEO
Introduction to First order PDE	lec22	39:22 to 43:14	PDF	VIDEO
Introduction to First order PDE	lec22	43:14 to 45:48	PDF	VIDEO
Introduction to Second Order PDE	lec23	25:15 to 27:39	PDF	VIDEO
Method of Characteristics for Hyperbolic PDE s- I	lec37	04:14 to 08:41	PDF	VIDEO
Method of Characteristics for Hyperbolic PDE s- I	lec37	26:19 to 30:24	PDF	VIDEO
Method of Characteristics for Hyperbolic PDEs - II	lec38	03:19 to 06:23	PDF	VIDEO
Method of Characteristics for Hyperbolic PDEs - II	lec38	32:38 to 34:09	PDF	VIDEO
Method of Characteristics for Hyperbolic PDEs - II	lec38	39:57 to 42:56	PDF	VIDEO

Numerical Optimization (View More...)

Convex Functions	lec8	09:52 to 11:21	PDF	VIDEO
Convex Functions	lec8	13:35 to 14:30	PDF	VIDEO
Convex Functions	lec8	14:58 to 15:46	PDF	VIDEO
Convex Functions	lec8	16:30 to 16:41	PDF	VIDEO
Convex Functions	lec8	16:41 to 17:54	PDF	VIDEO
Convex Functions	lec8	18:05 to 19:07	PDF	VIDEO
Convex Functions	lec8	19:18 to 20:42	PDF	VIDEO
Convex Functions	lec8	20:42 to 21:24	PDF	VIDEO
Convex Functions	lec8	50:42 to 51:42	PDF	VIDEO
Convex Functions (Contd)	lec9	00:42 to 04:04	PDF	VIDEO

Ordinary Differential Equations and Applications (View More...)

Cauchy Peano Existence Theorem	lec20	07:23 to 15:43	PDF	VIDEO
Cauchy Peano Existence Theorem	lec20	16:45 to 22:43	PDF	VIDEO
Cauchy Peano Existence Theorem	lec20	34:11 to 41:41	PDF	VIDEO
Cauchy Peano Existence Theorem	lec20	45:02 to 51:40	PDF	VIDEO
Cauchy Peano Existence Theorem	lec20	51:40 to 55:13	PDF	VIDEO
Analysis	lec8	18:43 to 25:05	PDF	VIDEO

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