ChaNoXity: The Nonlinear Dynamics of Nature

TL;DR

This paper introduces the concept of ChaNoXity, a framework using topological and multifuncoctional mathematics to describe the nonlinear, irreversible dynamical processes of Nature involving matter-antimatter interactions.

Contribution

It formulates a novel mathematical approach to model nonlinear dynamical evolution in Nature, emphasizing non-bijective ill-posedness and matter-antimatter interactions.

Findings

ChaNoXity captures nonlinear dynamical processes in Nature.

The framework models matter-antimatter interactions in a matter-antimatter kitchen space.

Dynamical equilibrium involves competitive stasis states of matter and antimatter.

Abstract

In this paper we employ the topological-multifuncoctional mathematical language and techniques of non-injective illposedness developed earlier to formulate a notion of ChaNoXity -- Chaos-Nonlinearity-Complexity -- in describing the specifically nonlinear dynamical evolutionary processes of Nature. Non-bijective ill-posedness is the natural mode of expression for chanoxity that aims to focus on the nonlinear interactions generating dynamical evolution of real irreversible processes. The basic dynamics is considered to take place in a matter-antimatter kitchen space of Nature that is inaccessible to both the functional matter and multifunctional antimatter components. These component spaces are distinguished by opposing evolutionary directional arrows. Dynamical equilibrium is considered to be represented by such competitively collaborating stasis states of the matter-antimatter constituents of Nature.