Author : H K Dass, Rajnish Verma & Rama Verma
Price : 325.00 260.00
ORDINARY DIFFERENTIAL EQUATIONS
Unit I: First Order Differential Equations
1. Basic Concepts, Genesis of Ordinary Differential Equations, Order and Degree
2. Variable Separable Equations
3. Homogeneous Differential Equations of First Order and First Degree
4. Linear Differential Equations of First Order and First Degree
5. Exact Differential Equation and Integrating Factors
6. First Order Higher Degree Equations
7. Picard's Theorem for Existence and Uniqueness
Unit II: Second Order Linear Differential Equations
8. Linear Differential Equations of Second Order with Variable Coefficients
9. Linear Differential Equations of Second and Higher Order with Constant Coefficients
10. Transformation by Changing Dependent/Independent Variable
11. Method of Variation of Parameters
12. Method of Undetermined Coefficients
Unit III: Higher Order Linear Differential Equations
13. Wronskian and Properties
14. Euler-Cauchy Equations
15. Methods of Variation of Parameters and Undetermined Coefficients
Unit IV: Applications
16. Orthogonal Trajectories
17. Modeling
ABSTRACT ALGEBRA
Unit I: Groups and Subgroups
18. Group and Permutation
19. Dihedral and Quaternion Groups
Unit II: Subgroups and Cyclic Groups
20. Subgroup and Cyclic Group
21. Euler Theorem and Little Theorem
Unit III: Normal Subgroups and Permutation Groups
22. Normal Subgroups
23. Classification of Subgroups of Cyclic Groups
24. Permutations and Properties
Unit IV: Group Homomorphisms
25. Homomorphism and Isomorphism
Questions from Examination Papers
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