Ka-Hei Leung

most citedSuper Heat Kernel of General Second Order Operators in

N = 1

Superspace and One-Loop Divergence of Dilaton-coupled SYM Theory

2 citations · 3 across the 2 of their papers we have counts for

collaborators

2 papers

hep-th2019★ 2 cited

Super Heat Kernel of General Second Order Operators in $N = 1$ Superspace and One-Loop Divergence of Dilaton-coupled SYM Theory

Ka-Hei Leung

We shall develop a general technique to obtain the super heat kernel coefficients of an arbitrary second order operator in $N = 1$ superspace. We focus on the space of conformal supe…

hep-th2019★ 1 cited

Super Heat Kernel and One-Loop Divergence of Super Yang-Mills Theory in Conformal Supergravity

Ka-Hei Leung

We consider super Yang-Mills Theory in $N = 1$ conformal supergravity. Using the background field method and the Feddeev-Popov procedure, the quantized action of the theory is presen…

Super Heat Kernel of General Second Order Operators in N=1 Superspace and One-Loop Divergence of Dilaton-coupled SYM Theory

Super Heat Kernel and One-Loop Divergence of Super Yang-Mills Theory in Conformal Supergravity

Super Heat Kernel of General Second Order Operators in $N = 1$ Superspace and One-Loop Divergence of Dilaton-coupled SYM Theory