Derives a quantized eight-dimensional phase-space metric tensor incorporated into general relativity, yielding a relative spacetime.
PhD thesis, National Univer- sity of Singapore, Singapore, 2014
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A perturbatively and tensorially structured quantum-deformed conformal metric yields analytical expressions for inflationary observables including quantum corrections to power spectra, spectral indices, and tensor-to-scalar ratio while recovering classical limits.
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The Derivation of Phase-Space Metric in a Geometric Quantization Approach: General Relativity with Quantized Phase-Space Metric and Relative Spacetime
Derives a quantized eight-dimensional phase-space metric tensor incorporated into general relativity, yielding a relative spacetime.
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Reevaluation of Inflationary Dynamics in Extended General Relativity with Perturbatively and Tensorially Structured Conformal Metric
A perturbatively and tensorially structured quantum-deformed conformal metric yields analytical expressions for inflationary observables including quantum corrections to power spectra, spectral indices, and tensor-to-scalar ratio while recovering classical limits.