2 citations · 3 across the 19 of their papers we have counts for
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Hyperbolicity of Semigroup Algebras II
E. Iwaki, E. Jespers, S. O. Juriaans +1
In 1996 Jespers and Wang classified finite semigroups whose integral semigroup ring has finitely many units. In a recent paper, Iwaki-Juriaans-Souza Filho continued this line of re…
Hyperbolic Unit Groups and Quaternion Algebras
S. O. Juriaans, I. B. S. Passi, A. C. Souza Filho
We Classify the rational quadratic extensions K and the finite groups G for which the group ring R[G] of G over the ring R of integers of K has the property that the group of units…
Hyperbolicity of Semigroup Algebras
E. Iwaki, S. O. Juriaans, A. C. Souza Filho
Let be a finite dimensional algebra and a order. We classify those with the property that does not embed in . We call this last pr…
Hypercentral unit groups and the hyperbolicity of a modular group algebra
E. Iwaki, S. O. Juriaans
We classify groups G such that the unit group U(ZG) is hypercentral. In the second part we classify groups G whose modular group algebra has hyperbolic unit group V(KG).
On the Classification of Finite Semigroups and RA-loop with the Hyperbolic Property
S. O. Juriaans, A. C. Souza Filho
We classify the finite semigroups S, for which all the Z-orders O of the rational Q-algebra QS, is such that the unit group U(O) is hyperbolic. We also classify the RA-loops L, for…