Mathematical Method for Physics pdf hand written notes for BS, MSc and Mphil
METHODS OF MATHEMATICAL PHYSICS COMPLETE HNAD WRITTEN NOTES | MMP COMPLETE NOTES TOPICS,EXAMPLES,PROBLEMS SOLUTIONS PDF
MMP notes
TOPICS COVERED IN GIVEN PDF
SOLUTIONS .
Solutions to PDEs
Non- linear partial differential equations (NPDEs with exact solutions)
.Non-linear schrodinger equation
. Sine- Gordan equation
.Liouville's equation
. Sinh- Gordan equation
.Krotewege-dk vries equation (Kdv equation)
.Burger equation
EXACT SOLUTIONS
. Sine- Gordan equation
.Kdv equation
.Non-linear schrodinger equation (NLS equation)
Linearization of Non- linear partial differential equations
.Lax method
.Darbous Transformation
.Matrix linear system (2x2 matrix system)
.Riccati equation
Conservation laws ---kdv equation
Miura Transformation
Backlund Transformation (non-linear transformation)
Backlund Transformation for Kvd equation
Miura Transformation
.Gargner Transformation
MATRICES
eigen value problems Method of Faddeev (To calculate polynomial of eigen value problems)
Function of a matrix Cayley-Hamilton theorem
Tensor product kronecker product
Integral products
General integral equation
Types integral equation
1. Fredholm equation
2.Voltra integral equation
3. Integral equation of 1st kind
4. 2nd kind
5. 3rd kind
6. Homogenous integral equation
7. Singular integral equation
Kernel
Hilbert schmidth kernel
Abel's problem
Transformation of differential equation into an integral equation
Harmonic Oscillator
(initial value problem + boundary value problem)
SOME SPECIAL METHODS
1.Integral transform method (Laplace & Fourier transformation)
2.Mellin transformation
3. Hankel transformation
General Abel's equation
Generating Function Method
Separable Kernel
Neumann Series
Hilbert-Schmidth Theorey
Orthogonal Eigen Function
Inhomogeneous Integral equation
Lane-Emden Equation
Wave equation
Liouville's Equation (SOLUTION Solutions)
Burger's equation
Modified kdv equation
And all related topics examples and problems solutions.
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1 Comments
sir we needs mmp notes topics name ( gradiant, divergence,curl,guss theorm,stocks theorm, green theorm
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