5 citations · 19 across the 14 of their papers we have counts for
14 papers
Cosheaf Representations of Relations and Dowker Complexes
Michael Robinson
The Dowker complex is an abstract simplicial complex that is constructed from a binary relation in a straightforward way. Although there are two ways to perform this construction -…
Local homology of abstract simplicial complexes
Michael Robinson, Chris Capraro, Cliff Joslyn +4
This survey describes some useful properties of the local homology of abstract simplicial complexes. Although the existing literature on local homology is somewhat dispersed, it is…
Universal Factorizations of Quasiperiodic Functions
Michael Robinson
Chirped sinosoids and interferometric phase plots are functions that are not periodic, but are the composition of a smooth function and a periodic function. These functions functio…
The cohomology of lambda-rings and Psi-rings
Michael Robinson
In this thesis we develop the cohomology of diagrams of algebras and then apply this to the cases of the -rings and the -rings. A diagram of algebras is a functor from a smal…
The cohomology of lambda-rings and K-theory
Michael Robinson
We introduce the Andre-Quillen cohomology of lambda-rings and Psi-rings, this is different to the lambda-ring cohomology defined by Yau in 2005. We show that there is a natural tra…
A cell complex structure for the space of heteroclines for a semilinear parabolic equation
Michael Robinson
It is well known that for many semilinear parabolic equations there is a global attractor which has a cell complex structure with finite dimensional cells. Additionally, many semil…