The bounded exponent conjecture for fixed points of coprime operator groups
Bounded exponent conjecture. If γr−1(CG(a))\gamma_{r-1}(C_G(a))γr−1(CG(a)) has exponent dividing mmm for every a∈A#a\in A^\#a∈A#, then γr−1(G)\gamma_{r-1}(G)γr−1(G) has {m,q,r}\{m,q,r\}{m,q,r}-bounded exponent. Moreover, if ddd is…
MathDB