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The research aims to redefine the concepts of emptiness and infinity by exploring the fundamental nature of numbers.

April 23, 2026Open Access

The UMA Monad Theory: A Number-Theoretic Philosophy on Emptiness and Infinity

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This thesis redefines emptiness and infinity by proposing a new number-theoretic model, suggesting profound implications for understanding existence.

The research aims to redefine the concepts of emptiness and infinity by exploring the fundamental nature of numbers.
Developed a theoretical framework to reinterpret numerical origins through addition and multiplication.
Proposed the concept of the UMA Monad as the smallest unit of existence, integrating energy conservation with cosmic implications.
Introduced a dynamic model of numbers that challenges traditional concepts of zero and infinity.
Suggested that the UMA Monad can provide insights into the limits of physics and the foundation of noncommutative geometry.

Hirofumi Miyauchi (2026) studied this question.

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This thesis redefines emptiness and infinity by proposing a new number-theoretic model, suggesting profound implications for understanding existence.