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Université d'Artois

France

2 papers here1 citations across 2
fields
  • math.RA2
ROR 053x9s498OpenAlex

affiliations via OpenAlex

most citedAlgebraic and F-Independent sets in 2-firs

1 citations

researchers with a paper here
  • André Leroy2
  • Adem Ozturk1
  • Jerzy Matczuk1
collaborating institutions
  • Institute of MathematicsPL1 paper
  • University of MonsBE1 paper
  • University of WarsawPL1 paper

2 papers

math.RA2004★ 1 cited

Algebraic and F-Independent sets in 2-firs

A. Leroy, A. Ozturk

Let R denote a 2-fir. The notions of F-independence and algebraic subsets of R are defined. The decomposition of an algebraic subset into similarity classes gives a simple way of…

math.RA2004

Goldie conditions for Ore extensions over semiprime rings

A. Leroy, J. Matczuk

Let R be a ring, σ an injective endomorphism of R and δ a σ-derivation of R. We prove that if R is semiprime left Goldie then the same holds for the Ore extension $R[…

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