| | | Document Type | : | Latin Dissertation | | Language of Document | : | English | | Record Number | : | 55195 | | Doc. No | : | TL25149 | | Call number | : | 1432436 | | Main Entry | : | Afshin Tiraie | | Title & Author | : | A numerical method for solving double integral equationsAfshin Tiraie | | College | : | San Jose State University | | Date | : | 2005 | | Degree | : | M.S. | | student score | : | 2005 | | Page No | : | 26 | | Abstract | : | Integral equations are of special interest in physics and applied mathematics, and since in general, they have no analytical solution, numerical approaches to solving them have great importance. Multi-integral equations, specifically, are very difficult to solve, and numerical methods for solving them are limited. In this thesis, we introduce a numerical scheme which could be used in solving various types of double-integral equations. After converting the equation to a discrete form, we use the centers of the cells to evaluate the double integral and thus the solution. Examples are provided, and errors are computed by comparing the numerical and exact solutions. | | Subject | : | Pure sciences; Mathematics; 0405:Mathematics | | Added Entry | : | M. Saleem | | Added Entry | : | San Jose State University |
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