A. Pal

most citedUnveiling Regions in multi-scale Feynman Integrals using Singularities and Power Geometry

38 citations · 43 across the 2 of their papers we have counts for

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hep-ph2019★ 5 cited

Supersymmetric $S U (5) \times U (1)_{χ}$ and the Weak Gravity Conjecture

Abhishek Pal, Qaisar Shafi

The gauge symmetry $S U (5) \times U (1)_{χ}$ is the unique maximal subgroup of SO(10) which retains manifest unification at $M_{G U T}$ of the Standard Model gauge couplings, especially…

hep-ph2018★ 38 cited

Unveiling Regions in multi-scale Feynman Integrals using Singularities and Power Geometry

B. Ananthanarayan, Abhishek Pal, S. Ramanan +1

We introduce a novel approach for solving the problem of identifying regions in the framework of Method of Regions by considering singularities and the associated Landau equations…

Supersymmetric SU(5)×U(1)χ​ and the Weak Gravity Conjecture

Unveiling Regions in multi-scale Feynman Integrals using Singularities and Power Geometry

Supersymmetric $S U (5) \times U (1)_{χ}$ and the Weak Gravity Conjecture