Results 91 to 100 of about 2,059 (204)
Background Nonlinear wave equations in higher dimensions play a crucial role in describing complex behaviors in dispersive media such as optics, plasma, and fluid dynamics.
Ibrahim Saber +3 more
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Computer algebra and symbolic computational mechanics
Although, undoubtedly, numerical computations are the computations of primary importance in computational mechanics, nevertheless, symbolic computations also constitute a significant related tool. Here at first an extensive review of the major computer algebra systems is made, i.e.
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In this study, we investigate the fractional modified regularized long-wave Burger (fMRLW–Burger) equation, a governing model widely used to explain the evolution of nonlinear surface water waves.
Badr Saad T. Alkahtani
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The Design of the PACLIB Kernel for Parallel Algebraic Computation [PDF]
. This paper describes the runtime kernel of Paclib, a new system for parallel algebraic computation on shared memory computers. Paclib has been developed as a professional tool for the simple design and efficient implementation of parallel algorithms ...
Hoon Hong, Wolfgang Schreiner
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Algebraic Numbers in Symbolic Computations
There are many good reasons to teach a course on a systematic introduction to symbolic methods not only to students of mathematics but also to those of technical sciences. The design of such a course meets an essential difficulty since the principles to be demonstrated appear only in non trivial applications in a convincing way, but there is no time to
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Special issue on symbolic and algebraic computation
Carlos D'Andrea, Bernard Mourrain
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Quantum algorithms for equational reasoning. [PDF]
Rattacaso D +4 more
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Symbolic computations over the algebra of coquaternions
Coquaternions, introduced by Sir James Cockle in 1849, form a four dimensional real algebra generalizing complex numbers. In recent years one can observe an emerging interest among mathematicians and physicists on the study of these numbers. In this work we present a Mathematica package for implementing the algebra of coquaternions.
Falcão, M. I. +3 more
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Computer-assisted construction of Ramanujan-Sato series for 1 over π. [PDF]
Hemmecke R, Paule P, Radu CS.
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