We use computer algebra to show that a linearization of the operation of intermolecular recombination from theoretical genetics satisfies a nonassociative ...
Aug 10, 2005 · Abstract. We use computer algebra to show that a linearization of the opera- tion of intermolecular recombination from theoretical genetics ...
Jordan algebras arising from intermolecular recombination
agt2.cie.uma.es › jordan › archive › jaafir
We use computer algebra to show that a linearization of the operation of intermolecular recombination from theoretical genetics satisfies a nonassociative ...
In this work we investigate the structure and representations of Jordan algebras arising from intermolecular recombination. It is proved that the variety of ...
We use computer algebra to show that a linearization of the opera-tion of intermolecular recombination from theoretical genetics satisfies a nonassociative ...
In this paper we investigate the structure and representation of n-ary algebras arising from DNA recombination, where n is a number of DNA segments ...
The algebraic Jordan formalization of DNA recombination was described as an analog of the formalization of an algebra of observables in quantum mechanics, ...
Sverchkov — Structure and representations of Jordan algebras arising from intermolecular recombination [ MR 2497966 ]. Additional Material. Table of Contents.
Apr 25, 2024 · Murray R. Bremner: Jordan algebras arising from intermolecular recombination. SIGSAM Bull.
The algebras from V ar(J) are called the Jordan algebras of DNA recombination. For example, the algebra C(2, 2) has the basis e1 = a1 b1. , e2 = a1.