Ma6151 Mathematics I Differentiation Of Implicit Functions Exam Study Material for Gate CSE

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Advanced Engineering Mathematics (View More...)

Analytic Functions, C-R Equations	lec12	28:28 to 32:44	PDF	VIDEO
Harmonic Functions	lec13	19:01 to 24:10	PDF	VIDEO
Harmonic Functions	lec13	30:29 to 35:39	PDF	VIDEO
Harmonic Functions	lec13	35:39 to 40:13	PDF	VIDEO
Harmonic Functions	lec13	45:13 to 50:08	PDF	VIDEO
Application of Laplace Transform to PDSEs	lec26	01:20 to 04:17	PDF	VIDEO
Applications of Fourier Transform to PDEs	lec31	21:45 to 25:58	PDF	VIDEO
Applications of Fourier Transform to PDEs	lec31	29:16 to 31:50	PDF	VIDEO
Applications of Fourier Transform to PDEs	lec31	33:44 to 35:50	PDF	VIDEO
Applications of Fourier Transform to PDEs	lec31	39:49 to 42:31	PDF	VIDEO

Mathematics I (View More...)

Riemann Integrable Function	lec18	51:11 to 54:17	PDF	VIDEO
Riemann Integrable Function	lec18	55:52 to upto	PDF	VIDEO
Differentiation	lec23	06:28 to 09:44	PDF	VIDEO
Differentiation	lec23	22:25 to 27:07	PDF	VIDEO
Differentiation	lec23	27:07 to 31:10	PDF	VIDEO
Differentiation	lec23	39:40 to 43:02	PDF	VIDEO
Differentiation	lec23	51:21 to 53:00	PDF	VIDEO
Differentiation	lec23	53:00 to 56:46	PDF	VIDEO
Properties of Continuous Functions	lec6	46:51 to 51:58	PDF	VIDEO
Differential Functions	lec8	27:44 to 31:02	PDF	VIDEO

Mathematics-II (View More...)

Evaluation of Real Integrals Revision	lec14	12:29 to 20:32	PDF	VIDEO
Evaluation of Real Integrals Revision	lec14	32:39 to 43:16	PDF	VIDEO
Evaluation of Real Integrals Revision	lec14	43:16 to 52:50	PDF	VIDEO
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	18:07 to 20:29	PDF	VIDEO
Application of Cauchy Integral Formula	lec5	20:29 to 23:34	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

Mathematics-III (View More...)

Differential Equations of 1 st Order and Higher Degree	lec16	13:39 to 15:08	PDF	VIDEO
Solution of One Dimensional Wave Equation	lec33	35:00 to 39:48	PDF	VIDEO
Solution of One Dimensional Wave Equation	lec33	39:48 to upto	PDF	VIDEO
Solution of Homogeneous and Non Homogeneous Equations	lec34	03:17 to 06:03	PDF	VIDEO
Solution of Homogeneous and Non Homogeneous Equations	lec34	07:32 to 10:52	PDF	VIDEO
Solution of Homogeneous and Non Homogeneous Equations	lec34	10:52 to 13:28	PDF	VIDEO
Solution of Homogeneous and Non Homogeneous Equations	lec34	13:28 to 15:28	PDF	VIDEO
Solution of Homogeneous and Non Homogeneous Equations	lec34	18:11 to 21:43	PDF	VIDEO
Solution of Homogeneous and Non Homogeneous Equations	lec34	21:43 to 23:08	PDF	VIDEO
Solution of Homogeneous and Non Homogeneous Equations	lec34	26:34 to 28:49	PDF	VIDEO

Numerical Methods and Computation (View More...)

Numerical Differentiation and Integration	lec34	01:33 to 05:29	PDF	VIDEO
Numerical Differentiation and Integration	lec34	05:29 to 10:30	PDF	VIDEO
Numerical Differentiation and Integration (Continued)	lec35	04:41 to 10:02	PDF	VIDEO
Numerical Differentiation and Integration (Continued)	lec35	47:55 to upto	PDF	VIDEO
Numerical Differentiation and Integration (Continued)	lec36	10:43 to 18:20	PDF	VIDEO
Numerical Differentiation and Integration (Continued)	lec36	21:15 to 24:22	PDF	VIDEO
Numerical Differentiation and Integration (Continued)	lec36	27:24 to 30:26	PDF	VIDEO
Numerical Differentiation and Integration (Continued)	lec36	43:45 to upto	PDF	VIDEO
Numerical Differentiation and Integration (Continued)	lec38	10:29 to 16:19	PDF	VIDEO
Numerical Differentiation and Integration (Continued)	lec38	18:49 to 21:16	PDF	VIDEO

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

Multi- Step Methods (Implicit)	lec10	01:17 to 04:42	PDF	VIDEO
Multi- Step Methods (Implicit)	lec10	07:18 to 11:05	PDF	VIDEO
Multi- Step Methods (Implicit)	lec10	15:44 to 19:08	PDF	VIDEO
Convergence and Stability of Multi Step Methods	lec11	00:56 to 03:45	PDF	VIDEO
Convergence and Stability of Multi Step Methods	lec11	12:17 to 16:03	PDF	VIDEO
Implicit Methods for Parabolic PDEs	lec25	10:21 to 15:14	PDF	VIDEO
Implicit Methods for Parabolic PDEs	lec25	20:42 to 25:14	PDF	VIDEO
Other Numerical Methods for Parabolic PDEs	lec27	27:54 to 33:20	PDF	VIDEO
Matrix Stability Analysis of Finite Difference Schemes	lec29	11:53 to 16:40	PDF	VIDEO
Analysis of Single Step Methods	lec3	39:02 to 43:56	PDF	VIDEO

Numerical methods and programing (View More...)

Explicit and Implicit Methods for Partial Differential Equations	lec35	10:35 to 13:54	PDF	VIDEO
Explicit and Implicit Methods for Partial Differential Equations	lec35	13:54 to 15:06	PDF	VIDEO
Explicit and Implicit Methods for Partial Differential Equations	lec35	15:06 to 16:57	PDF	VIDEO
Explicit and Implicit Methods for Partial Differential Equations	lec35	22:50 to 33:43	PDF	VIDEO
Explicit and Implicit Methods for Partial Differential Equations	lec35	34:13 to 39:00	PDF	VIDEO
Explicit and Implicit Methods for Partial Differential Equations	lec35	39:00 to 43:00	PDF	VIDEO
Explicit and Implicit Methods for Partial Differential Equations	lec35	43:00 to 50:42	PDF	VIDEO
Explicit and Implicit Methods for Partial Differential Equations	lec35	50:42 to 52:58	PDF	VIDEO
Explicit and Implicit Methods for Partial Differential Equations	lec35	52:58 to 54:03	PDF	VIDEO
Explicit and Implicit Methods for Partial Differential Equations	lec35	54:03 to 57:35	PDF	VIDEO

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

Exact Equations	lec11	15:24 to 21:09	PDF	VIDEO
Exact Equations	lec11	21:09 to 26:36	PDF	VIDEO
Well-posedness and Examples of IVP	lec15	00:38 to 07:32	PDF	VIDEO
Well-posedness and Examples of IVP	lec15	14:40 to 18:43	PDF	VIDEO
Well-posedness and Examples of IVP	lec15	23:28 to 29:46	PDF	VIDEO
Well-posedness and Examples of IVP	lec15	29:46 to 33:16	PDF	VIDEO
Well-posedness and Examples of IVP	lec15	33:16 to 37:24	PDF	VIDEO
Well-posedness and Examples of IVP	lec15	44:56 to 49:11	PDF	VIDEO
Continuation of Solutions	lec22	06:17 to 12:43	PDF	VIDEO
Continuation of Solutions	lec22	55:32 to 58:32	PDF	VIDEO

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