Coincidence theory for compact morphisms

Coincidence theory for compact morphisms

TORIC MORPHISMS BETWEEN p-COMPACT GROUPS

It is well-known that any morphism between two p-compact groups will lift, nonuniquely, to an admissible morphism between the maximal tori. We identify here a class of pcompact group morphisms, the p-toric morphisms, which can be perceived as generalized rational isomorphisms, enjoying the stronger property of lifting uniquely to a morphism between the maximal torus normalizers. We investigate ...

Deformation Theory of Dialgebra Morphisms

An algebraic deformation theory of dialgebra morphisms is obtained.

Coincidence analysis to search for inspiraling compact binaries

We discuss a method of coincidence analysis to search for gravitational waves from inspiraling compact binaries using the data of two laser interferometer gravitational wave detectors. We examine the allowed difference of the wave’s parameters estimated by each detector to obtain good detection efficiency. We also discuss a method to set an upper limit to the event rate from the results of the ...

Generalized coincidence theory for set-valued maps

This paper presents a coincidence theory for general classes of maps based on the notion of a Φ-essential map (we will also discuss Φ-epi maps). c ©2017 All rights reserved.