A Schematic Model of Gauged S-Duality Spontaneous Breakdown
Eiji Konishi
TL;DR
This paper introduces a schematic model of gauged S-duality using modular forms, exploring spontaneous symmetry breaking and its implications for space-time dimensions and gauge symmetries.
Contribution
It presents a novel schematic model employing Ramanujan unction type modular forms to analyze gauged S-duality and its spontaneous breakdown.
Findings
Properties of solutions with broken gauged S-duality are characterized.
Implications for space-time dimensionality are discussed.
Gauge symmetries of low energy theory are analyzed.
Abstract
We present a schematic model of the \hat{sl(2,R})} Kugo-Ojima physical state condition of gauged S-duality using modular forms of the Ramanujan \Delta function type. The properties of the solutions with spontaneously broken gauged S-duality with their dimensionality of space-time and the gauge symmetries of low energy theory are studied.
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Taxonomy
TopicsBlack Holes and Theoretical Physics · Cosmology and Gravitation Theories · Quantum Chromodynamics and Particle Interactions