Novel Symmetries in Axion-Dilaton Cosmology
Jnanadeva Maharana
TL;DR
This paper explores the symmetry structures in axion-dilaton quantum string cosmology, revealing new wave functions and an underlying W-infinity algebra through group theoretic analysis of the S-duality invariance.
Contribution
It uncovers a new class of wave functions and identifies a W-infinity algebra in axion-dilaton cosmology, advancing understanding of string theory symmetries.
Findings
Discovery of a new class of wave functions in string cosmology
Identification of a W-infinity algebra structure
Solution of Wheeler-De Witt equation using group theory
Abstract
The symmetry structure of axion-dilaton quantum string cosmology is investigated. The invariance of the string effective action under S-duality group, SU(1,1), facilitates solution of Wheeler-De Witt equation from group theoretic considerations; revealing existence of a new class of wave functions. We discover the an underlying -infinity algebra in this formulation.
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