Soft Computing Lambda Exam Study Material for Gate CSE

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Advanced Engineering Mathematics (View More...)

Spectrum of Special Matrices Positive / Negative Definite Matrices	lec10	36:11 to 40:04	PDF	VIDEO
Special Discrete Distributions	lec36	50:33 to 54:20	PDF	VIDEO
System of Linear Equations, Eigenvalues and Eigenvectors	lec5	50:34 to 55:23	PDF	VIDEO
Method to Find Eigenvalues and Eigenvectors Diagonalization of Matrices	lec6	03:56 to 08:20	PDF	VIDEO
Method to Find Eigenvalues and Eigenvectors Diagonalization of Matrices	lec6	08:20 to 11:21	PDF	VIDEO
Method to Find Eigenvalues and Eigenvectors Diagonalization of Matrices	lec6	11:21 to 14:31	PDF	VIDEO
Method to Find Eigenvalues and Eigenvectors Diagonalization of Matrices	lec6	25:29 to 29:53	PDF	VIDEO
Method to Find Eigenvalues and Eigenvectors Diagonalization of Matrices	lec6	29:53 to 34:42	PDF	VIDEO
Method to Find Eigenvalues and Eigenvectors Diagonalization of Matrices	lec6	43:39 to 48:08	PDF	VIDEO
Jordan Canonical Form Cayley Hamilton Theorem	lec7	11:16 to 15:34	PDF	VIDEO

Biometrics (View More...)

Principal Component Analysis	lec9	09:54 to 14:08	PDF	VIDEO
Principal Component Analysis	lec9	15:33 to 16:44	PDF	VIDEO
Principal Component Analysis	lec9	16:44 to 18:00	PDF	VIDEO
Principal Component Analysis	lec9	18:00 to 19:15	PDF	VIDEO
Principal Component Analysis	lec9	19:15 to 23:40	PDF	VIDEO
Principal Component Analysis	lec9	23:40 to 29:56	PDF	VIDEO
Principal Component Analysis	lec9	34:22 to 36:42	PDF	VIDEO
Principal Component Analysis	lec9	44:00 to 44:29	PDF	VIDEO
Principal Component Analysis	lec9	47:36 to 49:13	PDF	VIDEO
Principal Component Analysis	lec9	49:38 to 51:30	PDF	VIDEO

Mathematics-II (View More...)

Eigen values and Eigen vectors Part 1	lec27	10:57 to 12:38	PDF	VIDEO
Eigen values and Eigen vectors Part 1	lec27	23:56 to 25:39	PDF	VIDEO
Eigen values and Eigen vectors Part 1	lec27	29:09 to 30:30	PDF	VIDEO
Eigen values and Eigen vectors Part 1	lec27	43:59 to 45:52	PDF	VIDEO
Eigen values and Eigen vectors Part 2	lec28	43:06 to 44:27	PDF	VIDEO
Eigen values and Eigen vectors Part 2	lec28	44:27 to 45:42	PDF	VIDEO
Quadratic Forms	lec29	32:25 to 33:54	PDF	VIDEO
Diagonalization Parts-1	lec30	44:33 to 46:35	PDF	VIDEO
Diagonalization Part - 2	lec31	38:34 to 40:37	PDF	VIDEO
Diagonalization Part - 2	lec31	40:37 to 41:21	PDF	VIDEO

Mathematics-III (View More...)

Linear Differential Equations of Second Order-Part-1	lec17	35:50 to 37:05	PDF	VIDEO
Linear Differential Equations of Second Order-Part-1	lec17	37:05 to 38:13	PDF	VIDEO
Linear Differential Equations of Second Order-Part-1	lec17	47:33 to 48:38	PDF	VIDEO
Higher Order Linear Differential Equations	lec20	28:26 to 31:21	PDF	VIDEO
Higher Order Linear Differential Equations	lec20	40:52 to 41:54	PDF	VIDEO
Higher Order Linear Differential Equations	lec20	42:35 to 44:00	PDF	VIDEO
Higher Order Linear Differential Equations	lec20	48:45 to 50:51	PDF	VIDEO
Higher Order Linear Differential Equations	lec20	51:50 to 53:53	PDF	VIDEO
Strum Liouville Boundary Value Problems	lec23	35:22 to 36:01	PDF	VIDEO
Strum Liouville Boundary Value Problems	lec23	40:41 to 41:43	PDF	VIDEO

Numerical Methods and Computation (View More...)

Solution of a System of Linear Algebraic Equations	lec11	00:34 to 00:39	PDF	VIDEO
Solution of a System of Linear Algebraic Equations (Continued)	lec19	00:04 to 00:06	PDF	VIDEO
Solution of a System of Linear Algebraic Equations (Continued)	lec19	00:06 to 00:11	PDF	VIDEO
Solution of a System of Linear Algebraic Equations (Contd.) Eigen Value Problems	lec22	28:14 to 31:17	PDF	VIDEO
Solution of a System of Linear Algebraic Equations (Contd.) Eigen Value Problems	lec22	31:17 to 33:58	PDF	VIDEO
Solution of a System of Linear Algebraic Equations (Continued) Eigen Value Problems	lec23	03:42 to 10:00	PDF	VIDEO
Solution of a System of Linear Algebraic Equations (Continued) Eigen Value Problems	lec23	33:03 to 37:03	PDF	VIDEO
Solution of a System of Linear Algebraic Equations (Continued) Eigen Value Problems	lec23	38:04 to 41:16	PDF	VIDEO
Solution of a System of Linear Algebraic Equations (Continued) Eigen Value Problems	lec24	17:43 to 20:05	PDF	VIDEO
Numerical Differentiation and Integration (Continued)	lec41	36:29 to 41:48	PDF	VIDEO

Numerical methods and programing (View More...)

Eigen Values and Eigen Vectors: Bairstows Method	lec20	40:19 to 43:23	PDF	VIDEO
Eigen Values and Eigen Vectors: Bairstows Method	lec20	43:23 to 45:32	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	54:03 to 57:35	PDF	VIDEO
The Crank Nicholson Scheme for Two Spatial Dimensions	lec36	04:19 to 06:00	PDF	VIDEO
The Crank Nicholson Scheme for Two Spatial Dimensions	lec36	21:11 to 30:28	PDF	VIDEO
The Crank Nicholson Scheme for Two Spatial Dimensions	lec36	30:28 to 44:39	PDF	VIDEO
The Crank Nicholson Scheme for Two Spatial Dimensions	lec36	44:39 to 47:36	PDF	VIDEO

Numerical Optimization (View More...)

Steepest Descent Method	lec13	34:03 to 35:12	PDF	VIDEO
Steepest Descent Method	lec13	35:12 to 38:01	PDF	VIDEO
Second Order KKT Conditions	lec25	40:37 to 43:33	PDF	VIDEO
Second Order KKT Conditions	lec25	49:30 to 48:35	PDF	VIDEO
Second Order KKT Conditions (Contd)	lec26	02:35 to 05:34	PDF	VIDEO
Weak and Strong Duality	lec27	41:15 to 45:15	PDF	VIDEO
Lagrangian Saddle Point and Wolfe Dual	lec29	42:09 to 45:25	PDF	VIDEO
Interior Point Methods - Affine Scaling Method	lec36	20:45 to 24:23	PDF	VIDEO
Convex Sets	lec6	01:12 to 03:34	PDF	VIDEO
Convex Functions (Contd)	lec9	25:36 to 29:03	PDF	VIDEO

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

2 by 2 systems and Phase Plane Analysis	lec25	43:57 to 51:58	PDF	VIDEO
2 by 2 systems and Phase Plane Analysis Continued	lec26	01:58 to 09:06	PDF	VIDEO
2 by 2 systems and Phase Plane Analysis Continued	lec26	30:33 to 34:22	PDF	VIDEO
General Systems	lec27	02:18 to 04:36	PDF	VIDEO
General Systems	lec27	17:02 to 24:07	PDF	VIDEO
General Systems Continued and Non-homogeneous Systems	lec28	07:10 to 14:36	PDF	VIDEO
General Systems Continued and Non-homogeneous Systems	lec28	14:36 to 20:56	PDF	VIDEO
General Systems Continued and Non-homogeneous Systems	lec28	20:56 to 28:00	PDF	VIDEO
Linear Algebra Continued	lec6	23:06 to 28:29	PDF	VIDEO
Linear Algebra Continued	lec6	38:41 to 43:14	PDF	VIDEO

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