Page 6 - DMTH504_DIFFERENTIAL_AND_INTEGRAL_EQUATION

Unit 19: Jacobi’s Method for Solving Partial Differential Equations 286
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Unit 20: Higher Order Equations with Constant Coefficients and Monge’s Method 296
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Unit 21: Classifications of Second Order Partial Differential Equations 342
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Unit 22: Solution of Laplace Differential Equation 351
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Unit 23: Wave and Diffusion Equations by Separation of Variable 373
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Unit 24: Integral Equations and Algebraic System of Linear Equations 411
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Unit 25: Volterra Equations and L2 Kernels and Functions 423
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Unit 26: Volterra Integral Equation of the First Kind 433
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Unit 27: Volterra Integral Equations and Linear Differential Equations 440
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Unit 28: Integral Equations 445
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Unit 29: Fredholm Equations Solution by the Method of Successive Approximation 450
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Unit 30: Neumann’s Series 455
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Unit 31: Fredholm Equations with Poincere Goursat Kernels 460
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Unit 32: The Fredholm Theorem 468
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