The research aims to explore how mass and charge emerge within a discrete manifold framework.
Examined the structure of space-time as a discrete manifold.
Analyzed elementary particles as topological defects.
Replaced traditional probabilistic methods with discrete continuum mechanics.
Investigated the implications of eliminating mathematical singularities.
Established a framework where mass and charge are derived from topological considerations.
Successfully demonstrated the role of discrete structures in understanding fundamental forces.
Showed that traditional singularities can be eliminated in this model.
Abstract
Space-time is a discrete manifold. Elementary particles are topological defects. Discrete continuum mechanics replaces probabilities. Mathematical singularities are completely eliminated.
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OVIDIU MIHĂIȚĂ GĂLUȘCĂ (Fri,) studied this question.