Titlebook: Elimination Methods in Polynomial Computer Algebra; Valery Bykov,Alexander Kytmanov,Mark Lazman,Mikael Book 1998 Springer Science+Business

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the field of polynomial computer algebra, which lies at the intersection point of algebra, mathematical analysis and programming. There were several incentives to write the book. First of all, there has lately been a considerable interest in applied nonlinear problems characterized by multiple sta-

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Book 1998 of polynomial computer algebra, which lies at the intersection point of algebra, mathematical analysis and programming. There were several incentives to write the book. First of all, there has lately been a considerable interest in applied nonlinear problems characterized by multiple sta- tionary s

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https://doi.org/10.1007/978-3-8349-3855-8 systems of nonlinear algebraic equations in some bounded domain. In connection with the equations of chemical kinetics this problem was considered for the first time in a number of papers [.], which used both traditional approaches as well as methods based on modified elimination procedures for systems of nonlinear algebraic equations [.].

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Book 1998nstructive algorithms, computer algebra realizations of these algorithms, and applications. Nonlinear systems of algebraic equations arise in diverse fields of science. In particular, for processes described by systems of differential equations with a poly- nomial right hand side one is faced with t

Occipital-Lobe

iven to constructive algorithms, computer algebra realizations of these algorithms, and applications. Nonlinear systems of algebraic equations arise in diverse fields of science. In particular, for processes described by systems of differential equations with a poly- nomial right hand side one is faced with t978-94-010-6230-5978-94-011-5302-7

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Elimination Methods in Polynomial Computer Algebra

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intention

Elimination Methods in Polynomial Computer Algebra978-94-011-5302-7

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Applications in Mathematical Kinetics,e equations of chemical kinetics, and these are nonlinear as a rule. In the simplest but commonly encountered case their right hand sides are algebraic functions, which are formed according to the mechanism of a chemical reaction. Recently, the interest in the nonlinear problems of mathematical kine