Derives a quantized eight-dimensional phase-space metric tensor incorporated into general relativity, yielding a relative spacetime.
Sasaki-Einstein manifolds and volume minimisa- 36 tion.Commun
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Investigates the relationship between long-time Kähler-Ricci flow behavior on asymptotically conical gradient expanders and initial data asymptotics at spatial infinity.
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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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Asymptotic Profiles and Non-Trivial Breathers in Kahler-Ricci Flow
Investigates the relationship between long-time Kähler-Ricci flow behavior on asymptotically conical gradient expanders and initial data asymptotics at spatial infinity.