What does this research mean for the field?

The YS Symmetry Theory provides a stable algebraic framework that prevents division by zero and addresses the mathematical challenges associated with physical singularities in black holes. Novelty: ClaimNovelty.NOVEL_FINDING. Consensus alignment: ConsensusAlignment.NEUTRAL.

What question did this study set out to answer?

The study aims to present the YS Symmetry Theory to resolve mathematical issues related to singularities and division by zero.

February 24, 2026Open Access

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YS Symmetry Theory: Applications in Black Hole Singularities and Einstein's Field Equations.

Key Points

The study aims to present the YS Symmetry Theory to resolve mathematical issues related to singularities and division by zero.
Introduces a novel algebraic framework known as YS Symmetry Theory.
Defines a symbolic constant (1ᵧₛ) to prevent mathematical collapse.
Applies the theory to Einstein's Field Equations and black hole singularities.
Prevention of mathematical collapse in singularities.
Establishment of a stable logical linkage to physical singularities.
Implications for understanding black hole physics and mathematical consistency.

Abstract

This paper introduces the YS Symmetry Theory (YSS), a novel algebraic framework designed to address the problem of division by zero. By introducing the symbolic constant (1ᵧₛ), the theory prevents mathematical collapse and provides a stable logical bridge for physical singularities, such as those found in Black Holes.

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View Full Paper

YS Symmetry Theory: Applications in Black Hole Singularities and Einstein's Field Equations.

Key Points

Abstract

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