The Universal Steenrod algebra is a very interesting object in algebraic topology. It contains important information on cohomology operations and is strictly related to modular invariants. Most results found in the p=2 case are extended to the odd prime case.
The universal steenrod algebra at odd primes / Ciampella, Adriana. - (2003). (Intervento presentato al convegno ingo2003 - Invariant Theory and its Interactions with Related Fields tenutosi a Mathematisches Institut der Universit¨at G¨ottingen (Germania) nel 23-29 marzo 2003).
The universal steenrod algebra at odd primes
CIAMPELLA, ADRIANA
2003
Abstract
The Universal Steenrod algebra is a very interesting object in algebraic topology. It contains important information on cohomology operations and is strictly related to modular invariants. Most results found in the p=2 case are extended to the odd prime case.File in questo prodotto:
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