This paper is made available online in accordance with publisher policies. Please scroll down to view the document itself. Please refer to the repository record for this item and our policy information available from the repository home page for further information. To see the final version of this paper please visit the publisher’s website. Access to the published version may require a subscription
We consider a coupled cell network of differential equations with finite symmetry group Γ, where Γ p...
Many biological systems have aspects of symmetry. Symmetry is formalized using group theory. This th...
A coupled cell network is a directed graph whose nodes represent dynamical systems and whose directe...
The space of admissible vector fields, consistent with the structure of a network of coupled dynamic...
The space of admissible vector fields, consistent with the structure of a network of coupled dynamic...
A coupled cell system is a network of dynamical systems, or "cells," coupled together. Such systems ...
A coupled cell system is a network of dynamical systems, or 'cells', coupled together. Such systems ...
We consider coupled sets of identical cells and address the problem of which symmetries are permissi...
A coupled cell system is a network of dynamical systems, or “cells,” coupled together. Such systems ...
We introduce the concept of a semigroup coupled cell network and show that the collection of semigro...
We introduce the concept of a semigroup coupled cell network and show that the collection of semigro...
Equivariant dynamical systems possess canonical flow-invariant subspaces, the fixed-point spaces of ...
Equivariant dynamical systems possess canonical flow-invariant subspaces, the fixed-point spaces of ...
This paper is made available online in accordance with publisher policies. Please scroll down to vie...
A coupled cell network is a schematic diagram employed to define a class of differential equations, ...
We consider a coupled cell network of differential equations with finite symmetry group Γ, where Γ p...
Many biological systems have aspects of symmetry. Symmetry is formalized using group theory. This th...
A coupled cell network is a directed graph whose nodes represent dynamical systems and whose directe...
The space of admissible vector fields, consistent with the structure of a network of coupled dynamic...
The space of admissible vector fields, consistent with the structure of a network of coupled dynamic...
A coupled cell system is a network of dynamical systems, or "cells," coupled together. Such systems ...
A coupled cell system is a network of dynamical systems, or 'cells', coupled together. Such systems ...
We consider coupled sets of identical cells and address the problem of which symmetries are permissi...
A coupled cell system is a network of dynamical systems, or “cells,” coupled together. Such systems ...
We introduce the concept of a semigroup coupled cell network and show that the collection of semigro...
We introduce the concept of a semigroup coupled cell network and show that the collection of semigro...
Equivariant dynamical systems possess canonical flow-invariant subspaces, the fixed-point spaces of ...
Equivariant dynamical systems possess canonical flow-invariant subspaces, the fixed-point spaces of ...
This paper is made available online in accordance with publisher policies. Please scroll down to vie...
A coupled cell network is a schematic diagram employed to define a class of differential equations, ...
We consider a coupled cell network of differential equations with finite symmetry group Γ, where Γ p...
Many biological systems have aspects of symmetry. Symmetry is formalized using group theory. This th...
A coupled cell network is a directed graph whose nodes represent dynamical systems and whose directe...