variable network topology
Definition 0.1.
A variable network topology is defined by an indexed family
or class of networks of one-dimensional -complexes with in the category
Top of topological spaces
with additional homology
(or cohomology) axioms, rules, or properties of the underlying -complexes, that specify the transformation maps as a sequence of homotopoy maps.
| Title | variable network topology |
| Canonical name | VariableNetworkTopology |
| Date of creation | 2013-03-22 18:15:42 |
| Last modified on | 2013-03-22 18:15:42 |
| Owner | bci1 (20947) |
| Last modified by | bci1 (20947) |
| Numerical id | 9 |
| Author | bci1 (20947) |
| Entry type | Definition |
| Classification | msc 55U05 |
| Classification | msc 55U35 |
| Classification | msc 55U40 |
| Classification | msc 18G55 |
| Classification | msc 18B40 |
| Synonym | variable network topology |
| Related topic | Supercategories3 |
| Related topic | CWComplex |
| Related topic | HigherDimensionalAlgebraHDA |
| Related topic | 2Category2 |
| Related topic | GroupoidCDynamicalSystem |
| Related topic | VariableTopology8 |
| Related topic | VariableTopology |
| Defines | sequence of different network topologies |
| Defines | esp. connectivities |