Feasible Globalizations

Globalizations of Harish-chandra Modules

Smooth Fréchet Globalizations of Harish-chandra Modules

We give an alternative proof of the Casselman–Wallach globalization theorem. The approach is based on lower bounds for matrix coefficients on a reductive group.

The Messy Relationship between Feminisms and Globalizations

With some exceptions, feminist scholars have written either about gender and globalizations or about transnational feminisms but rarely examined the relationship between them. In this essay, the author wants to reflect on this relationship to highlight how they have shaped each other. She suggests that feminisms are important force-shaping globalizations. At the same time, the relationship betw...

Globalizations of Partial Actions on Nonunital Rings

In this note we prove a criteria for the existence of a globalization for a given partial action of a group on an s-unital ring. If the globalization exists, it is unique in a natural sense. This extends the globalization theorem from Dokuchaev and Exel, 2005, obtained in the context of rings with 1.

Inverse feasible problem

In many infeasible linear programs it is important to construct it to a feasible problem with a minimum pa-rameters changing corresponding to a given nonnegative vector. This paper defines a new inverse problem, called “inverse feasible problem”. For a given infeasible polyhedron and an n-vector a minimum perturba-tion on the parameters can be applied and then a feasible polyhedron is concluded.