The method of normal splines for linear implicit differential equations of second order.

Gorbunov, V.; Gorobetz, A.; Sviridov, V.

Displaying similar documents to “The method of normal splines for linear implicit differential equations of second order.”

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An alternating direction implicit method for orthogonal spline collocation linear systems.

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Theoretical and numerical study of a free boundary problem by boundary integral methods

Michel Crouzeix, Philippe Féat, Francisco-Javier Sayas (2010)

ESAIM: Mathematical Modelling and Numerical Analysis

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In this paper we study a free boundary problem appearing in electromagnetism and its numerical approximation by means of boundary integral methods. Once the problem is written in a equivalent integro-differential form, with the arc parametrization of the boundary as unknown, we analyse it in this new setting. Then we consider Galerkin and collocation methods with trigonometric polynomial and spline curves as approximate solutions.