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Numerical Solutions of Singular Integral Equations and Some of Their Applications
The monograph deals with the numerical solutions of singular integral equations of Cauchy type and some of their applications. The author's goal is to develop a method for solving Cauchy-type singular integral equations numerically, which could be used in the solution of problems in hydrodynamics, aerodynamics, theory of elasticity, mathematical physics, etc. The book may be useful to anyone interested in approximate calculation methods for one-dimensional singular integral equations with Cauchy kernels, and their applications for solving numerically equations that involve these integrals.
$48.00
Numerical Solutions of Singular Integral Equations and Some of Their Applications—
$48.00
Numerical Solutions of Singular Integral Equations and Some of Their Applications
The monograph deals with the numerical solutions of singular integral equations of Cauchy type and some of their applications. The author's goal is to develop a method for solving Cauchy-type singular integral equations numerically, which could be used in the solution of problems in hydrodynamics, aerodynamics, theory of elasticity, mathematical physics, etc. The book may be useful to anyone interested in approximate calculation methods for one-dimensional singular integral equations with Cauchy kernels, and their applications for solving numerically equations that involve these integrals.
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The monograph deals with the numerical solutions of singular integral equations of Cauchy type and some of their applications. The author's goal is to develop a method for solving Cauchy-type singular integral equations numerically, which could be used in the solution of problems in hydrodynamics, aerodynamics, theory of elasticity, mathematical physics, etc. The book may be useful to anyone interested in approximate calculation methods for one-dimensional singular integral equations with Cauchy kernels, and their applications for solving numerically equations that involve these integrals.











