Details:
Title  Combinatorial generators of the multilinear polynomial identities.  Author(s)  Victor Latyshev  Type  Article in Journal  Abstract  A GröbnerShirshov basis (a combinatorial system of generators) is defined in the set of multilinear elements of a Tideal of the free associative algebra with a countable set of indeterminates. A combinatorial version of the wellknown Specht problem about the finite basedness of polynomial identities of an arbitrary associative algebra is formulated. A “combinatorial Spechtness” property of the multilinear product of commutators of degree 2 and the same property for the threelinear commutator are established.  ISSN  10723374; 15738795/e 
URL 
http://link.springer.com/article/10.1007%2Fs1095800800495 
Language  English  Journal  J. Math. Sci., New York  Volume  149  Number  2  Pages  11071112  Publisher  Springer US, New York, NY  Year  2008  Edition  0  Translation 
No  Refereed 
No 
