6533b7d3fe1ef96bd126127c
RESEARCH PRODUCT
ALGEBRAS WITH INVOLUTION WHOSE EXPONENT OF THE *-CODIMENSIONS IS EQUAL TO TWO
Manuela Pipitonesubject
Involution (mathematics)Discrete mathematicsPure mathematicsAlgebra and Number TheoryExponentMathematicsdescription
ABSTRACT Let be a finite dimensional algebra with involution over a field of characteristic zero. In studying the sequence of -codimensions of , the notion of the -PI-exponent of has recently been introduced. We characterize algebras with involution having -PI-exponent greater than two and those having -PI-exponent equal to two.
| year | journal | country | edition | language |
|---|---|---|---|---|
| 2002-08-28 | Communications in Algebra |