3 papers
math.GR2026
Finite groups with a unique real -block
Yu Zeng, Fuming Jiang
Let be a prime, and let be a -block of a finite group . A -block is called \emph{real} if the set of irreducible ordinary characters contained in is invari…
math.GR2026
Blocks with a single automorphism orbit of irreducible Brauer characters
Fuming Jiang, Kun Zhang, Yuanyang Zhou
Fix a prime . Let be finite groups such that is a power of , and let be a block of with abelian defect groups…
math.GR2025
Finite groups with exactly two nonlinear irreducible -Brauer characters
Fuming Jiang, Yu Zeng
Let be a prime. We classify the finite groups having exactly two irreducible -Brauer characters of degree larger than one. The case, where the finite groups have orders not…