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1Lecture 01 - Introduction to Ordinary Differential Equations (ODE)Download
2Lecture 02 - Methods for First Order ODE's - Homogeneous EquationsDownload
3Lecture 03 - Methods for First order ODE's - Exact EquationsDownload
4Lecture 04 - Methods for First Order ODE's - Exact Equations ( Continued )Download
5Lecture 05 - Methods for First order ODE's - Reducible to Exact EquationsDownload
6Lecture 06 - Methods for First order ODE's - Reducible to Exact Equations ( Continued )Download
7Lecture 07 - Non-Exact Equations - Finding Integrating FactorsDownload
8Lecture 08 - Linear First Order ODE and Bernoulli's EquationDownload
9Lecture 09 - Introduction to Second order ODE'sDownload
10Lecture 10 - Properties of solutions of second order homogeneous ODE's Download
11Lecture 11 - Abel's formula to find the other solutionDownload
12Lecture 12 - Abel's formula - DemonstrstionDownload
13Lecture 13 - Second Order ODE's with constant coefficientsDownload
14Lecture 14 - Euler - Cauchy equationDownload
15Lecture 15 - Non homogeneous ODEs Variation of ParametersDownload
16Lecture 16 - Method of undetermined coefficientsDownload
17Lecture 17 - Demonstration of Method of undetermined coefficientsDownload
18Lecture 18 - Power Series and its propertiesDownload
19Lecture 19 - Power Series Solutions to Second Order ODE'sDownload
20Lecture 20 - Power Series Solutions ( Continued )Download
24Power series solutions around a regular singular pointDownload
42Reduction to canonical form for equations with constant coefficientsDownload
43Reduction to canonical form for equations with variable coefficientsDownload
58Temperature in a finite rod with insulated endsDownload
60Laplace equation over a rectangle with flux boundary conditionsDownload
63Uniqueness of the boundary value problems for Laplace equationDownload

Sl.No Chapter Name English
1Lecture 01 - Introduction to Ordinary Differential Equations (ODE)Download
Verified
2Lecture 02 - Methods for First Order ODE's - Homogeneous EquationsDownload
Verified
3Lecture 03 - Methods for First order ODE's - Exact EquationsDownload
Verified
4Lecture 04 - Methods for First Order ODE's - Exact Equations ( Continued )Download
Verified
5Lecture 05 - Methods for First order ODE's - Reducible to Exact EquationsDownload
Verified
6Lecture 06 - Methods for First order ODE's - Reducible to Exact Equations ( Continued )Download
Verified
7Lecture 07 - Non-Exact Equations - Finding Integrating FactorsDownload
Verified
8Lecture 08 - Linear First Order ODE and Bernoulli's EquationDownload
Verified
9Lecture 09 - Introduction to Second order ODE'sDownload
Verified
10Lecture 10 - Properties of solutions of second order homogeneous ODE's Download
Verified
11Lecture 11 - Abel's formula to find the other solutionDownload
Verified
12Lecture 12 - Abel's formula - DemonstrstionDownload
Verified
13Lecture 13 - Second Order ODE's with constant coefficientsDownload
Verified
14Lecture 14 - Euler - Cauchy equationDownload
Verified
15Lecture 15 - Non homogeneous ODEs Variation of ParametersDownload
Verified
16Lecture 16 - Method of undetermined coefficientsDownload
Verified
17Lecture 17 - Demonstration of Method of undetermined coefficientsDownload
Verified
18Lecture 18 - Power Series and its propertiesDownload
Verified
19Lecture 19 - Power Series Solutions to Second Order ODE'sDownload
Verified
20Lecture 20 - Power Series Solutions ( Continued )Download
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24Power series solutions around a regular singular pointDownload
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42Reduction to canonical form for equations with constant coefficientsDownload
Verified
43Reduction to canonical form for equations with variable coefficientsDownload
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58Temperature in a finite rod with insulated endsDownload
Verified
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60Laplace equation over a rectangle with flux boundary conditionsDownload
Verified
Verified
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63Uniqueness of the boundary value problems for Laplace equationDownload
Verified
Verified
Sl.No Chapter Name Bengali
1Lecture 01 - Introduction to Ordinary Differential Equations (ODE)Download
2Lecture 02 - Methods for First Order ODE's - Homogeneous EquationsDownload
3Lecture 03 - Methods for First order ODE's - Exact EquationsDownload
4Lecture 04 - Methods for First Order ODE's - Exact Equations ( Continued )Download
5Lecture 05 - Methods for First order ODE's - Reducible to Exact EquationsDownload
6Lecture 06 - Methods for First order ODE's - Reducible to Exact Equations ( Continued )Download
7Lecture 07 - Non-Exact Equations - Finding Integrating FactorsDownload
8Lecture 08 - Linear First Order ODE and Bernoulli's EquationDownload
9Lecture 09 - Introduction to Second order ODE'sDownload
10Lecture 10 - Properties of solutions of second order homogeneous ODE's Download
11Lecture 11 - Abel's formula to find the other solutionDownload
12Lecture 12 - Abel's formula - DemonstrstionDownload
13Lecture 13 - Second Order ODE's with constant coefficientsDownload
14Lecture 14 - Euler - Cauchy equationDownload
15Lecture 15 - Non homogeneous ODEs Variation of ParametersDownload
16Lecture 16 - Method of undetermined coefficientsDownload
17Lecture 17 - Demonstration of Method of undetermined coefficientsDownload
18Lecture 18 - Power Series and its propertiesDownload
19Lecture 19 - Power Series Solutions to Second Order ODE'sDownload
20Lecture 20 - Power Series Solutions ( Continued )Download
24Power series solutions around a regular singular pointDownload
42Reduction to canonical form for equations with constant coefficientsDownload
43Reduction to canonical form for equations with variable coefficientsDownload
58Temperature in a finite rod with insulated endsDownload
60Laplace equation over a rectangle with flux boundary conditionsDownload
63Uniqueness of the boundary value problems for Laplace equationDownload
Sl.No Chapter Name Gujarati
1Lecture 01 - Introduction to Ordinary Differential Equations (ODE)Download
2Lecture 02 - Methods for First Order ODE's - Homogeneous EquationsDownload
3Lecture 03 - Methods for First order ODE's - Exact EquationsDownload
4Lecture 04 - Methods for First Order ODE's - Exact Equations ( Continued )Download
5Lecture 05 - Methods for First order ODE's - Reducible to Exact EquationsDownload
6Lecture 06 - Methods for First order ODE's - Reducible to Exact Equations ( Continued )Download
7Lecture 07 - Non-Exact Equations - Finding Integrating FactorsDownload
8Lecture 08 - Linear First Order ODE and Bernoulli's EquationDownload
9Lecture 09 - Introduction to Second order ODE'sDownload
10Lecture 10 - Properties of solutions of second order homogeneous ODE's Download
11Lecture 11 - Abel's formula to find the other solutionDownload
12Lecture 12 - Abel's formula - DemonstrstionDownload
13Lecture 13 - Second Order ODE's with constant coefficientsDownload
14Lecture 14 - Euler - Cauchy equationDownload
15Lecture 15 - Non homogeneous ODEs Variation of ParametersDownload
16Lecture 16 - Method of undetermined coefficientsDownload
17Lecture 17 - Demonstration of Method of undetermined coefficientsDownload
18Lecture 18 - Power Series and its propertiesDownload
19Lecture 19 - Power Series Solutions to Second Order ODE'sDownload
20Lecture 20 - Power Series Solutions ( Continued )Download
24Power series solutions around a regular singular pointDownload
42Reduction to canonical form for equations with constant coefficientsDownload
43Reduction to canonical form for equations with variable coefficientsDownload
58Temperature in a finite rod with insulated endsDownload
60Laplace equation over a rectangle with flux boundary conditionsDownload
63Uniqueness of the boundary value problems for Laplace equationDownload
Sl.No Chapter Name Hindi
1Lecture 01 - Introduction to Ordinary Differential Equations (ODE)Download
2Lecture 02 - Methods for First Order ODE's - Homogeneous EquationsDownload
3Lecture 03 - Methods for First order ODE's - Exact EquationsDownload
4Lecture 04 - Methods for First Order ODE's - Exact Equations ( Continued )Download
5Lecture 05 - Methods for First order ODE's - Reducible to Exact EquationsDownload
6Lecture 06 - Methods for First order ODE's - Reducible to Exact Equations ( Continued )Download
7Lecture 07 - Non-Exact Equations - Finding Integrating FactorsDownload
8Lecture 08 - Linear First Order ODE and Bernoulli's EquationDownload
9Lecture 09 - Introduction to Second order ODE'sDownload
10Lecture 10 - Properties of solutions of second order homogeneous ODE's Download
11Lecture 11 - Abel's formula to find the other solutionDownload
12Lecture 12 - Abel's formula - DemonstrstionDownload
13Lecture 13 - Second Order ODE's with constant coefficientsDownload
14Lecture 14 - Euler - Cauchy equationDownload
15Lecture 15 - Non homogeneous ODEs Variation of ParametersDownload
16Lecture 16 - Method of undetermined coefficientsDownload
17Lecture 17 - Demonstration of Method of undetermined coefficientsDownload
18Lecture 18 - Power Series and its propertiesDownload
19Lecture 19 - Power Series Solutions to Second Order ODE'sDownload
20Lecture 20 - Power Series Solutions ( Continued )Download
24Power series solutions around a regular singular pointDownload
42Reduction to canonical form for equations with constant coefficientsDownload
43Reduction to canonical form for equations with variable coefficientsDownload
58Temperature in a finite rod with insulated endsDownload
60Laplace equation over a rectangle with flux boundary conditionsDownload
63Uniqueness of the boundary value problems for Laplace equationDownload
Sl.No Chapter Name Kannada
1Lecture 01 - Introduction to Ordinary Differential Equations (ODE)Download
2Lecture 02 - Methods for First Order ODE's - Homogeneous EquationsDownload
3Lecture 03 - Methods for First order ODE's - Exact EquationsDownload
4Lecture 04 - Methods for First Order ODE's - Exact Equations ( Continued )Download
5Lecture 05 - Methods for First order ODE's - Reducible to Exact EquationsDownload
6Lecture 06 - Methods for First order ODE's - Reducible to Exact Equations ( Continued )Download
7Lecture 07 - Non-Exact Equations - Finding Integrating FactorsDownload
8Lecture 08 - Linear First Order ODE and Bernoulli's EquationDownload
9Lecture 09 - Introduction to Second order ODE'sDownload
10Lecture 10 - Properties of solutions of second order homogeneous ODE's Download
11Lecture 11 - Abel's formula to find the other solutionDownload
12Lecture 12 - Abel's formula - DemonstrstionDownload
13Lecture 13 - Second Order ODE's with constant coefficientsDownload
14Lecture 14 - Euler - Cauchy equationDownload
15Lecture 15 - Non homogeneous ODEs Variation of ParametersDownload
16Lecture 16 - Method of undetermined coefficientsDownload
17Lecture 17 - Demonstration of Method of undetermined coefficientsDownload
18Lecture 18 - Power Series and its propertiesDownload
19Lecture 19 - Power Series Solutions to Second Order ODE'sDownload
20Lecture 20 - Power Series Solutions ( Continued )Download
24Power series solutions around a regular singular pointDownload
42Reduction to canonical form for equations with constant coefficientsDownload
43Reduction to canonical form for equations with variable coefficientsDownload
58Temperature in a finite rod with insulated endsDownload
60Laplace equation over a rectangle with flux boundary conditionsDownload
63Uniqueness of the boundary value problems for Laplace equationDownload
Sl.No Chapter Name Tamil
1Lecture 01 - Introduction to Ordinary Differential Equations (ODE)Download
2Lecture 02 - Methods for First Order ODE's - Homogeneous EquationsDownload
3Lecture 03 - Methods for First order ODE's - Exact EquationsDownload
4Lecture 04 - Methods for First Order ODE's - Exact Equations ( Continued )Download
5Lecture 05 - Methods for First order ODE's - Reducible to Exact EquationsDownload
6Lecture 06 - Methods for First order ODE's - Reducible to Exact Equations ( Continued )Download
7Lecture 07 - Non-Exact Equations - Finding Integrating FactorsDownload
8Lecture 08 - Linear First Order ODE and Bernoulli's EquationDownload
9Lecture 09 - Introduction to Second order ODE'sDownload
10Lecture 10 - Properties of solutions of second order homogeneous ODE's Download
11Lecture 11 - Abel's formula to find the other solutionDownload
12Lecture 12 - Abel's formula - DemonstrstionDownload
13Lecture 13 - Second Order ODE's with constant coefficientsDownload
14Lecture 14 - Euler - Cauchy equationDownload
15Lecture 15 - Non homogeneous ODEs Variation of ParametersDownload
16Lecture 16 - Method of undetermined coefficientsDownload
17Lecture 17 - Demonstration of Method of undetermined coefficientsDownload
18Lecture 18 - Power Series and its propertiesDownload
19Lecture 19 - Power Series Solutions to Second Order ODE'sDownload
20Lecture 20 - Power Series Solutions ( Continued )Download
24Power series solutions around a regular singular pointDownload
42Reduction to canonical form for equations with constant coefficientsDownload
43Reduction to canonical form for equations with variable coefficientsDownload
58Temperature in a finite rod with insulated endsDownload
60Laplace equation over a rectangle with flux boundary conditionsDownload
63Uniqueness of the boundary value problems for Laplace equationDownload
Sl.No Chapter Name Telugu
1Lecture 01 - Introduction to Ordinary Differential Equations (ODE)Download
2Lecture 02 - Methods for First Order ODE's - Homogeneous EquationsDownload
3Lecture 03 - Methods for First order ODE's - Exact EquationsDownload
4Lecture 04 - Methods for First Order ODE's - Exact Equations ( Continued )Download
5Lecture 05 - Methods for First order ODE's - Reducible to Exact EquationsDownload
6Lecture 06 - Methods for First order ODE's - Reducible to Exact Equations ( Continued )Download
7Lecture 07 - Non-Exact Equations - Finding Integrating FactorsDownload
8Lecture 08 - Linear First Order ODE and Bernoulli's EquationDownload
9Lecture 09 - Introduction to Second order ODE'sDownload
10Lecture 10 - Properties of solutions of second order homogeneous ODE's Download
11Lecture 11 - Abel's formula to find the other solutionDownload
12Lecture 12 - Abel's formula - DemonstrstionDownload
13Lecture 13 - Second Order ODE's with constant coefficientsDownload
14Lecture 14 - Euler - Cauchy equationDownload
15Lecture 15 - Non homogeneous ODEs Variation of ParametersDownload
16Lecture 16 - Method of undetermined coefficientsDownload
17Lecture 17 - Demonstration of Method of undetermined coefficientsDownload
18Lecture 18 - Power Series and its propertiesDownload
19Lecture 19 - Power Series Solutions to Second Order ODE'sDownload
20Lecture 20 - Power Series Solutions ( Continued )Download
23Properties of Legendre PolynomialsNot Available
24Power series solutions around a regular singular pointDownload
42Reduction to canonical form for equations with constant coefficientsDownload
43Reduction to canonical form for equations with variable coefficientsDownload
58Temperature in a finite rod with insulated endsDownload
60Laplace equation over a rectangle with flux boundary conditionsDownload
63Uniqueness of the boundary value problems for Laplace equationDownload