Unpublished Paper
Space of Hmiltonian Circuits
Core Models
(2018)
Abstract
Coalitions in this essay on core theory are Hamiltonian circuits formed by the vertexes and selected arrows in an odd m-polygon. The utility of circuits can be shown in a proof by contradiction. A hierarchy has no circuits. Without circuits there is no feedback. With circuits there is feedback. It follows that circuits are important. This essay describes how to make circuits for the pentagon, septagon and nonagon. It includes tables of these circuits arranged by their size useful for study of rivalry among circuits as coalitions. It also shows their main partitions and how to handle complications arising from composite bands.
Keywords
- Cooperative Games,
- Core Models
Disciplines
Publication Date
February 2, 2018
Citation Information
JEL C71 Cooperative Games