JP Journal of Algebra, Number Theory and Applications
Volume 4, Issue 1, Pages 113 - 127
(April 2004)
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FINITE NILPOTENT p-ALGEBRAS WHOSE ADJOINT GROUP
HAS THREE GENERATORS
Lev Kazarin (Russia) and Panagiots Soules (Greece)
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Abstract: Let
R be a
nilpotent p-algebra
for a prime p > 3 having two generators. It
is proved that if the adjoint group of R
has at most three generators, then the
dimension of R
is bounded by 9. |
Keywords and phrases: nilpotent
p-algebra, adjoint
group. |
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