On the projective height zero conjecture

2018/01/12 by Sambale, Benjamin
#FOS: Mathematics #Representation Theory (math.RT)

paper · doi:10.48550/arxiv.1801.04272

Abstract

Recently, Malle and Navarro put forward a projective version of Brauer's celebrated height zero conjecture on blocks of finite groups. In this short note we show that Brauer's original conjecture implies the projective version.

Related

• The Projective Height Zero Conjecture
• Brauer's height zero conjecture for quasi-simple goups
• Brauer's Height Zero Conjecture for Principal Blocks
• A normal version of Brauer's height zero conjecture
• Minimal heights and defect groups with two character degrees