On common eigenvectors for semigroups of matrices in tropical and traditional mathematics
Grigory ShpizGrigory LitvinovSergei Sergeev
所有作者
Grigory ShpizGrigory LitvinovSergei Sergeev
文献摘要
We prove the existence of a common eigenvector for commutative, nilpotent and
quasinilpotent semigroups of matrices with complex or real nonnegative entries
both in the conventional and tropical linear algebra.