Titlebook: Linear Partial Differential Equations for Scientists and Engineers; Tyn Myint-U,Lokenath Debnath Textbook 2007Latest edition Birkhäuser Bo

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Boundary-Value Problems and Applications,-value problems. Mathematically, a boundary-value problem is finding a function which satisfies a given partial differential equation and particular boundary conditions. Physically speaking, the problem is independent of time, involving only space coordinates. Just as initial-value problems are asso

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Higher-Dimensional Boundary-Value Problems,al problems involving the Laplace equation, wave and heat equations with various boundary conditions will be presented. Included are the Dirichlet problem for a cube, for a cylinder and for a sphere, wave and heat equations in three dimensional rectangular, cylindrical polar and spherical polar coor

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,Green’s Functions and Boundary-Value Problems,nd engineering science. The linear superposition principle is one of the most elegant and effective methods to represent solutions of boundary-value problems in terms of an auxiliary function known as .. Such a function was first introduced by George Green as early as 1828. Subsequently, the method

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