An Evidence-Based Approach to Set Theory Paradoxism: From Set Boundary to Mixed-Fermion-Boson Condensate Hypothesis

Abstract

Physics thrives on precision, but paradoxes in set theory reveal limitations in our understanding of well-defined boundaries. Neutrosophic logic, challenging the excluded middle principle, introduces the concept of "betweenness" and partial belonging. This article explores among other things several possible avenues to resolve set theory paradoxism, including potential applications of neutrosophic logic in cosmology and particles, from set boundary, to the hypothetical "cosmosphere" boundary, to mixed fermion-boson condensate hypothesis. Embracing indeterminacy and fuzzy boundaries paves the way for a more holistic understanding of the universe's complexity.

Keywords

• set theory paradoxism
• boundaries of set
• neutrosophic logic
• betweenness
• partial belonging