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20012005
most citedThe Endomorphism Ring Theorem for Galois and D2 extensions

8 citations · 24 across the 12 of their papers we have counts for

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9 papers · 1 filter

math.RA2005

Centralizers and Inverses to Induction as Equivalence of Categories

Lars Kadison

Given a ring homomorphism , consider its centralizer , bimodule endomorphism ring $S = \End {}_BA_B$ and sub-tensor-square ring . Nonassociative…

math.RA2005

A note on Galois theory for bialgebroids

Lars Kadison

In this note we reduce certain proofs in \cite{KS, Karl, AMA} to depth two quasibases from one side only. This minimalistic approach leads to a characterization of Galois extension…

math.RA2004

Depth Two and the Galois Coring

Lars Kadison

We study the cyclic module for a ring extension with centralizer and bimodule endomorphism ring . We show that if is an H-separable H…

math.RA20021 cited

On coseparable and biseparable corings

Tomasz Brzezinski, Lars Kadison, Robert Wisbauer

A relationship between coseparable corings and separable non-unital rings is established. In particular it is shown that an A-coring C has an associative A-balanced product. A Mori…

math.RA2001

Dual Bialgebroids for Depth Two Ring Extensions

L. Kadison, K. Szlachanyi

We introduce a general notion of depth two for ring homomorphism N --> M, and derive Morita equivalence of the step one and three centralizers, R = C_M(N) and C = End_{N-M}(M ø_N M…

math.RA2001

Hopf algebra actions on strongly separable extensions of depth two

Lars Kadison, Dmitri Nikshych

We bring together ideas in analysis of Hopf *-algebra actions on II_1 subfactors of finite Jones index and algebraic characterizations of Frobenius, Galois and cleft Hopf extension…