FUNDAMENTALNAYA
I PRIKLADNAYA MATEMATIKA

(FUNDAMENTAL AND APPLIED MATHEMATICS)

2008, VOLUME 14, NUMBER 5, PAGES 197-218

**Theorems on equalization and monomiality in a relatively free
Grassmann algebra**

L. M. Tsybulya

Abstract

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In this paper, we prove theorems on equalization and monomiality,
which are essential for developing the structural theory of T-spaces
in a relatively free algebra $k$á1,x_{1},...,x_{i},¼ñ/([[x_{1},x_{2}],x_{3}])^{T}
over an infinite field $k$ of characteristic
$p\; >\; 2$.
Additionally, some specifics of the case $p\; =\; 2$ are considered.

Location: http://mech.math.msu.su/~fpm/eng/k08/k085/k08515h.htm

Last modified: May 7, 2009