On the sizes of the Jordan blocks of monodromies at infinity

Abstract

We obtain general upper bounds of the sizes and the numbers of Jordan blocks for the eigenvalues $\lambda \ne 1$ in the monodromies at infinity of polynomial maps.

arXiv comment9 pages. Section 6 of the previous paper arXiv:0912.5144v11 became an independent paper

References in corpus (1)

• Motivic Milnor fibers and Jordan normal forms of Milnor monodromies

Cited by in corpus (2)

• Number of Jordan blocks of the maximal size for local monodromies
• Monodromies at infinity of non-tame polynomials