2 citations · 3 across the 10 of their papers we have counts for
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math-ph2023
Universal Constants, Law of Inertia and Emergent Geometry
Zhi Hu, Mulin Yan, Runhong Zong
In this paper, we only treat the law of inertia as the first principle, then a nontrivial geometry emerges by introducing more universal constants, in which the main ideas appearin…
math-ph2021
-Gauge Field Theories on -Manifolds
Zhi Hu, Runhong Zong
In this paper, we investigate two types of -gauge field theories on -manifolds. One is the -Yang-Mills theory which admits the classical instanton solutions, we sh…
math-ph2020★ 1 cited
Hyperbolic Superspaces and Super-Riemann Surfaces
Zhi Hu, Runhong Zong
In this paper, we will generalize some results in Manin's paper "Three-dimensional hyperbolic geometry as -adic Arakelov geometry" to the supergeometric setting. More preci…