Game Programming Dx Studio Exam Study Material for Gate CSE

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Advanced Engineering Mathematics (View More...)

Fourier Series (Contd.)	lec28	06:44 to 11:45	PDF	VIDEO
Fourier Series (Contd.)	lec28	11:45 to 15:38	PDF	VIDEO
Fourier Series (Contd.)	lec28	19:20 to 21:24	PDF	VIDEO
Fourier Series (Contd.)	lec28	21:24 to 24:25	PDF	VIDEO
Fourier Series (Contd.)	lec28	43:12 to 45:20	PDF	VIDEO
Fourier Series (Contd.)	lec28	47:23 to 50:59	PDF	VIDEO
Fourier Series (Contd.)	lec28	50:59 to 53:07	PDF	VIDEO
Fourier Series (Contd.)	lec28	53:07 to 54:30	PDF	VIDEO
Fourier Series (Contd.)	lec28	54:30 to upto	PDF	VIDEO
Applications of Fourier Transform to PDEs	lec31	15:37 to 19:32	PDF	VIDEO

Database Design (View More...)

Query Processing and Optimization - III	lec17	33:41 to 35:27	PDF	VIDEO
Functional Dependencies and Normal Forms	lec9	00:10 to 00:11	PDF	VIDEO
Functional Dependencies and Normal Forms	lec9	00:11 to 00:13	PDF	VIDEO
Functional Dependencies and Normal Forms	lec9	00:16 to 00:17	PDF	VIDEO
Functional Dependencies and Normal Forms	lec9	00:25 to 00:26	PDF	VIDEO
Functional Dependencies and Normal Forms	lec9	00:35 to 00:37	PDF	VIDEO
Functional Dependencies and Normal Forms	lec9	00:37 to 00:39	PDF	VIDEO
Functional Dependencies and Normal Forms	lec9	00:42 to 00:43	PDF	VIDEO

Discrete Mathematical Structures (View More...)

Proving Programs Correct	lec9	12:12 to 12:45	PDF	VIDEO
Proving Programs Correct	lec9	12:45 to 14:55	PDF	VIDEO
Proving Programs Correct	lec9	20:20 to 23:36	PDF	VIDEO
Proving Programs Correct	lec9	25:30 to 26:15	PDF	VIDEO
Proving Programs Correct	lec9	4:16 to 4:48	PDF	VIDEO
Proving Programs Correct	lec9	4:48 to 5:40	PDF	VIDEO
Proving Programs Correct	lec9	5:40 to 6:37	PDF	VIDEO
Proving Programs Correct	lec9	7:21 to 8:11	PDF	VIDEO
Proving Programs Correct	lec9	8:11 to 9:36	PDF	VIDEO
Proving Programs Correct	lec9	9:36 to 11:12	PDF	VIDEO

Engineering Chemistry I (View More...)

Module 1: Atoms and Molecules Particle in a Box (one and two dimension)	lec2	34:27 to 36:28	PDF	VIDEO
Module 1: Atoms and Molecules Particle in a Box (one and two dimension)	lec2	36:28 to 40:14	PDF	VIDEO
Module 1: Atoms and molecules Particle in a box (one and two dimensions) continued	lec3	34:17 to 35:21	PDF	VIDEO
Module 1: Atoms and molecules Particle in a box (one and two dimensions) continued	lec3	35:21 to 37:27	PDF	VIDEO
Module 1 Atoms and Molecules Hydrogen Atom: part - II (The Angular Solutions)	lec7	22:33 to 24:48	PDF	VIDEO
Module 1 Atoms and Molecules Hydrogen Atom: part - II (The Angular Solutions)	lec7	24:48 to 26:20	PDF	VIDEO
Hydrogen Atom: Part 4 (The Angular Solutions continued)	lec9	21:23 to 21:52	PDF	VIDEO
Hydrogen Atom: Part 4 (The Angular Solutions continued)	lec9	21:52 to 22:58	PDF	VIDEO
Hydrogen Atom: Part 4 (The Angular Solutions continued)	lec9	22:58 to 24:04	PDF	VIDEO
Hydrogen Atom: Part 4 (The Angular Solutions continued)	lec9	26:47 to 27:37	PDF	VIDEO

Numerical Methods and Computation (View More...)

Interpolation and Approximation (Continued)	lec31	09:26 to 13:31	PDF	VIDEO
Interpolation and Approximation (Continued)	lec31	31:50 to 34:30	PDF	VIDEO
Interpolation and Approximation (Continued)	lec31	34:30 to 35:54	PDF	VIDEO
Interpolation and Approximation (Continued)	lec31	35:54 to 39:09	PDF	VIDEO
Interpolation and Approximation (Continued)	lec31	39:34 to 42:59	PDF	VIDEO
Interpolation and Approximation (Continued)	lec31	47:49 to 49:35	PDF	VIDEO
Interpolation and Approximation (Continued)	lec32	01:12 to 03:23	PDF	VIDEO
Numerical Differentiation and Integration (Continued)	lec37	12:32 to 15:09	PDF	VIDEO
Numerical Differentiation and Integration (Continued)	lec39	16:43 to 19:33	PDF	VIDEO
Numerical Differentiation and Integration (Continued)	lec39	19:51 to 24:15	PDF	VIDEO

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

Method of Characteristics for Hyperbolic PDE s- I	lec37	08:41 to 13:06	PDF	VIDEO
Method of Characteristics for Hyperbolic PDE s- I	lec37	13:06 to 16:45	PDF	VIDEO
Method of Characteristics for Hyperbolic PDE s- I	lec37	16:45 to 19:16	PDF	VIDEO
Method of Characteristics for Hyperbolic PDE s- I	lec37	19:16 to 23:50	PDF	VIDEO
Method of Characteristics for Hyperbolic PDE s- I	lec37	23:50 to 26:19	PDF	VIDEO
Method of Characteristics for Hyperbolic PDE s- I	lec37	26:19 to 30:24	PDF	VIDEO
Method of Characteristics for Hyperbolic PDE s- I	lec37	35:05 to 37:58	PDF	VIDEO
Method of Characteristics for Hyperbolic PDEs - II	lec38	34:09 to 37:12	PDF	VIDEO
Method of Characteristics for Hyperbolic PDEs - II	lec38	39:57 to 42:56	PDF	VIDEO
Finite Difference Approximations for 1st order Hyperbolic PDEs	lec39	17:30 to 20:48	PDF	VIDEO

Numerical methods and programing (View More...)

Higher Order Derivatives From	lec26	49:30 to 49:32	PDF	VIDEO
Numerical Integration: Basic Rules	lec27	24:24 to 29:25	PDF	VIDEO
Numerical Integration: Basic Rules	lec27	30:17 to 34:00	PDF	VIDEO
Numerical Integration: Basic Rules	lec27	46:12 to 52:10	PDF	VIDEO
Numerical Integration: Comparison of Different Basic Rules	lec28	40:24 to 44:29	PDF	VIDEO
Numerical Integration: Comparison of Different Basic Rules	lec28	45:06 to 47:34	PDF	VIDEO
Numerical Integration: Gaussian Rules	lec29	16:07 to 17:07	PDF	VIDEO
Numerical Integration: Gaussian Rules	lec29	33:26 to 33:30	PDF	VIDEO
Explicit and Implicit Methods for Partial Differential Equations	lec35	07:54 to 10:35	PDF	VIDEO
Explicit and Implicit Methods for Partial Differential Equations	lec35	10:35 to 13:54	PDF	VIDEO

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

First Order Linear Equations	lec10	39:08 to 43:53	PDF	VIDEO
First Order Linear Equations	lec10	43:53 to 48:11	PDF	VIDEO
First Order Linear Equations	lec10	48:11 to 54:14	PDF	VIDEO
Second Order Linear Equations Continued	lec13	01:32 to 06:51	PDF	VIDEO
Second Order Linear Equations Continued	lec13	53:26 to 58:47	PDF	VIDEO
Second Order Linear Equations Continued	lec14	37:56 to 43:35	PDF	VIDEO
Second Order Linear Equations Continued	lec14	43:35 to 49:22	PDF	VIDEO
Second Order Linear Equations Continued	lec14	49:22 to 54:50	PDF	VIDEO
Second Order Linear Equations Continued	lec14	54:50 to upto	PDF	VIDEO
Existence using Fixed Point Theorem	lec21	23:29 to 28:03	PDF	VIDEO

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