End of war games criteria for the meta model constraint removal protocol: the intersection of self organized criticality, self similarity and wavelet theory

The basic meta model protocol concept developed for SDI (Strategic Defense Initiative) architecture simulation in the national test bed protocol was the generation and/or verification of system operational timelines in closed-loop (bidirectional) source-to-destination interactive data links as a fundamental requirement. In the synthetic theatre of war (STOW) data for war game exercises, both the data compression covered by the self organization theory within the two person zero sum game theory, and the bursty data referenced in the self similarity theory and the Hurst theory were contained in the meta model constraint removal (MMCR) protocol. The components of the STOW games are exercises containing entities and communicating with the internetwork or the defense simulation internetwork via protocol data units (PDU). The theory of wavelets and its connection to boundary value problems and their algorithms, enables the mathematical formalization of the hierarchical structure of the exercise optimization equations, i.e., partial differential equation constraint equations, and the end of each game equation modeled by the MMCR protocol. The computer networking interpretation of the Hausdorff dimension, i.e. the criteria for the message rate and time representing the end of games, the self criticality is the determination that the total number of active messages in a computer network, or active quanta in a neural network must exceed the number of computer nodes or neurons in the topology being considered for simulation, performance evaluation or forecast.