A program for solving first kind Fredholm integral equations by means of regularization. Nature of problem: Fredholm integral equations of the first kind arise in the mathematical analysis of many physical problems. An important characteristic of such problems is that the information which we seek about a physical quantity A can only be obtained indirectly, by measuring some other quantity B which has some connection with A. Often, this connection can be expressed mathematically in terms of a Fredholm first kind integral equation. Solution method: The first kind Fredholm integral equations is solved by means of the regularization method of Tihonov and Phillips.
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References in zbMATH (referenced in 4 articles , 1 standard article )
Showing results 1 to 4 of 4.
- Santos, Taináh M. R.; Tavares, Camila A.; Lemes, Nelson H. T.; Dos Santos, José P. C.; Braga, João P.: Improving a Tikhonov regularization method with a fractional-order differential operator for the inverse black body radiation problem (2020)
- Bahmanpour, Maryam; Tavassoli Kajani, Majid; Maleki, Mohammad: Solving Fredholm integral equations of the first kind using Müntz wavelets (2019)
- Essah, W. A.; Delves, L. M.: The numerical solution of first kind integral equations (1989)
- te Riele, Herman J. J.: A program for solving first kind Fredholm integral equations by means of regularization (1985)