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Scientific Computing » Datenschutz
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Scientific Computing » Books
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Archive for the 'Books' Category. Fractional Calculus – An Introduction for Physicists – 2nd revised and extended Edition. The book presents a concise introduction to the basic methods and strategies in fractional calculus and enables the reader to catch up with the state of the art in this field as well as to participate and contribute in the development of this exciting research area. Fractional Calculus – An Introduction for Physicists (2nd revised and extended Edition). By Richard Herrmann,. On fract...
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Scientific Computing » R. Herrmann
http://www.gigahedron.de/wpgh/author/r-herrmann
Uniqueness of the fractional derivative definition The Riesz fractional derivative as an example. Fractional Calculus – An Introduction to Physicists – 1st Edition. Numerical solution of the fractional quantum mechanical harmonic oscillator based on the Riemann and Caputo derivative. The fractional Schroedinger equation and the infinite potential well numerical results using the Riesz derivative. Curvature interaction in collective space. Common aspects of q-deformed Lie algebras and fractional calculus.
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Scientific Computing » Publications
http://www.gigahedron.de/wpgh/category/science/publications
Archive for the 'Publications' Category. Generalization of the fractional Poisson distribution. A generalization of the Poisson distribution based on the generalized Mittag-Leffler function E. Is proposed and the raw moments are calculated algebraically in terms of Bell polynomials. It is demonstrated, that the proposed distribution function contains the standard fractional Poisson distribution as a subset. A possible interpretation of the additional parameter β. A fractal approach to the dark silicon pr...
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Scientific Computing » deutsch
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Scientific Computing » Fractional Calculus
http://www.gigahedron.de/wpgh/category/science
Archive for the 'Fractional Calculus' Category. Published by R. Herrmann. Fractional calculus provides us with a set of axioms and methods to extend the concept of a derivative operator from integer order n to arbitrary order α, where α is a real or complex value. This situation changed drastically by the progress made in the area of fractional wave equations during the last years. Within this process, new questions in fundamental physics have been raised, which cannot be formulated adequately using ...
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Scientific Computing » english
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Scientific Computing » Impressum
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Published by R. Herrmann. Verantwortlich für das Angebot auf www.gigahedron.de. Und www.gigahedron.com. Gemäß 5 Telemediengesetz sowie 55 Abs. 1, Abs.2 Rundfunkstaatsvertrag:. E-Mail: information (at) gigahedron.de. GigaHedron ist bestrebt, in allen Publikationen geltende Urheberrechte zu beachten. Sollte es trotzdem zu einer Urheberrechtsverletzung kommen, wird das entsprechende Objekt nach Benachrichtigung aus seiner Publikation entfernt bzw. mit dem entsprechenden Urheberrecht kenntlich gemacht. In ke...