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Effects of Gravitational Instantons on Yang-Mills Instanton

Hongsu Kim, Yongsung Yoon

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Abstract

The solutions to (anti) self-dual Yang-Mills equation in the typicalgravitational instantons such as Taub-NUT and Eguchi-Hanson metrics areconstructed and their physical natures are analyzed. The solutions turn out totake the structure of merons and generally carry fractional topological chargevalues. Evidently, these results are consistent with our expectation thatindeed there appears to be strong interference between the topology of gravityand that of YM gauge theory even at the level well below the Planck scale.

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What this paper is about

The solutions to (anti) self-dual Yang-Mills equation in the typicalgravitational instantons such as Taub-NUT and Eguchi-Hanson metrics areconstructed and their physical natures are analyzed. The solutions turn out totake the structure of merons and generally carry fractional topological chargevalues. Evidently, these results are consistent with our expectation thatindeed there appears to be strong interference between the topology of gravityand that of YM gauge theory even at the level well below the Planck scale.

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Available abstract

The solutions to (anti) self-dual Yang-Mills equation in the typicalgravitational instantons such as Taub-NUT and Eguchi-Hanson metrics areconstructed and their physical natures are analyzed. The solutions turn out totake the structure of merons and generally carry fractional topological chargevalues. Evidently, these results are consistent with our expectation thatindeed there appears to be strong interference between the topology of gravityand that of YM gauge theory even at the level well below the Planck scale.

Key concepts: Instanton, Yang–Mills existence and mass gap, Physics, Mathematical physics, Gravitation, Quantum electrodynamics, Theoretical physics, Classical mechanics

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