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Titlebook: Singular Integral Equations; Linear and Non-linea E. G. Ladopoulos Book 2000 Springer-Verlag Berlin Heidelberg 2000 Angewandte Mathematik.M

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978-3-642-08658-8Springer-Verlag Berlin Heidelberg 2000
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Finite-Part Singular Integral Equations in Elasticity and Fracture Mechanics,nics theory. Bearing in mind the implications for different engineering problems, some restrictions will be imposed upon the unknown and the given functions appearing in the systems of finite-part singular integral equations under consideration, or in the boundary conditions of the problems considered.
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Multidimensional Singular Integral Equations,ity, viscoelasticity, viscoplasticity and fracture mechanics theory. F. G. Tricomi [1], [2] has written the first important work on multidimensional singular integrals and investigated double singular integrals of the following form: .where:.and .(.,.) is the weight function for various quadrature rules.
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Non-Linear Singular Integral Equations,n. Hence, there is an increasing interest to the solution of such non-linear integral equations, since these are connected with a wide range of problems of an applied character. The theory of non-linear singular integral equations seems to be particularly complicated if closely linked with applied mechanics problems.
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