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mathematical physics |
Also found in: Wikipedia | 0.01 sec. |
mathematical physicsBranch of mathematical analysis that emphasizes tools and techniques of particular use to physicists and engineers. It focuses on vector spaces, matrix algebra, differential equations (especially for boundary value problems), integral equations, integral transforms, infinite series, and complex variables. Its approach can be tailored to applications in electromagnetism, classical mechanics, and quantum mechanics. |
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Polkinghorne, a mathematical physicist who amazed his scientific colleagues more than 20 years ago by becoming an Anglican priest, has won the 2002 Templeton Prize, one of the world's most prestigious awards in the field of religion. One early candidate for a model of quasicrystals was based on a tiling discovered in 1974 by mathematical physicist Roger Penrose of the University of Oxford in England. The mathematical physicist is the most characteristic representative of this approach. |
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