Adriana Ciampella
University of Naples Federico II
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Communications in Algebra | 2004
Adriana Ciampella; Luciano A. Lomonaco
Abstract The aim of this work is to study the universal Steenrod algebra Q p for odd primes p. An invariant-theoretic description of Q p is given and two families of algebras related to Q p are presented. They include the algebra Λ opp , the Steenrod algebra 𝒜 p and the Steenrod algebra for simplicial restricted Lie algebras A L as particular cases. The diagonal cohomology D*(Q p ) is computed.
Manuscripta Mathematica | 2005
Maurizio Brunetti; Adriana Ciampella; Luciano A. Lomonaco
Acta Mathematica Sinica | 2006
Maurizio Brunetti; Adriana Ciampella; Luciano A. Lomonaco
Fundamenta Mathematicae | 2004
Adriana Ciampella; Luciano A. Lomonaco
Bulletin of The London Mathematical Society | 2010
Maurizio Brunetti; Adriana Ciampella; Luciano A. Lomonaco
Colloquium Mathematicum | 2007
Maurizio Brunetti; Adriana Ciampella
Ricerche Di Matematica | 2008
Adriana Ciampella
Vietnam journal of mathematics | 2016
Maurizio Brunetti; Adriana Ciampella; Luciano A. Lomonaco
Applied mathematical sciences | 2014
Maurizio Brunetti; Adriana Ciampella
Boletin De La Sociedad Matematica Mexicana | 2017
Maurizio Brunetti; Adriana Ciampella; Luciano A. Lomonaco