A PARALLEL ALGORITHM FOR ANALYTICAL SOLVING OF PARTIAL DIFFERENTIAL EQUATIONS SYSTEMS.

Author:

Malaschonok Natalia1

Affiliation:

1. Tambov State University, Internatsionalnaya 33, 392622 Tambov, Russia nmalaschonok@yandex.ru

Publisher

Research Institute of Science and Technology (RISAT)

Subject

General Medicine

Reference5 articles.

1. [1] Dahiya R.S., Jabar Saberi-Nadjafi: Theorems on n-dimensional Laplace transforms and their applications. 15th Annual Conf. of Applied Math., Univ. of Central Oklahoma, Electr. Journ. of Differential Equations, Conf.02 (1999) 61-74

2. [2] I.Dimovski, M.Spiridonova. Computational approach to nonlocal boundary value problems by multivariate operational calculus. Mathem. Sciences Research Journal, ISSN 1537-5978, Dec.2005, V.9, No.12, 315-329.

3. [3] Malaschonok G.I. Parallel Algorithms of Computer Algebra // Materials of the conference dedicated for the 75 years of the Mathematical and Physical Dep. of Tambov State University. (November 22-24, 2005). Tambov: TSU, 2005. P. 44-56.

4. [4] Malaschonok N.: Parallel Laplace Method with Assured Accuracy for Solutions of Differential Equations by symbolic computations. In: Computer Algebra and Scientific Computing, CASC 2006, LNCS 4196, Springer, Berlin (2006) 251-261

5. [5] Watt S.M. Pivot-Free Block Matrix Inversion, Proc 8th International Symposium on Symbolic and Numeric Algorithms in Symbolic Computation (SYNASC), IEEE Computer Society, 2006. P. 151-155. URL: http://www.csd.uwo.ca/watt/pub/reprints/2006-synasc-bminv.pdf.

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