5 citations · 10 across the 12 of their papers we have counts for
13 papers
SU() QCD, four-manifolds and Segre numbers
Elias Furrer, Ranveer Kumar Singh
We study correlation functions of topologically twisted supersymmetric QCD with gauge group on a compact four-manifold . We derive the Coulomb br…
A Comment On Topological Degeneracy In Gauged WZW Models
Gregory W. Moore, Eliezer Rabinovici, Ranveer Kumar Singh
Given a Lie group , a level , and a Lie subgroup one can construct 2d conformal field theories by either 1.) gauging a nonanomalous symmetry of the WZW model construc…
Generating Function of single-centered Black Hole Index in CHL Models
Ranveer Kumar Singh
We present the construction of the generating function of single-centered black hole index in general CHL models. This is done by subtracting from the index of quart…
Macdonald Index From Refined Kontsevich-Soibelman Operator
George Andrews, Anindya Banerjee, Ranveer Kumar Singh +1
We propose a refinement of the Kontsevich-Soibelman operator for a class of ``special'' 4d superconformal field theories characterized by the following conditions:…
Generating Function of Single Centered Black Hole Index from the Igusa Cusp Form
Ajit Bhand, Ashoke Sen, Ranveer Kumar Singh
We introduce manifestly duality invariant generating function of the index of single centered black holes in the heterotic string theory compactified on a six dimensional torus. Th…
Argyres-Douglas Theories, Macdonald Indices and Arc Space of Zhu Algebra
George Andrews, Anindya Banerjee, Chinmaya Bhargava +2
In this paper, we relate the MacDonald index of a 4d SCFT with the Hilbert series of the arc space of the Zhu algebra of the corresponding Schur VOA. Using this, we…
Mock Modularity Of Twisted Index In CHL Models
Nabamita Banerjee, Vedant Bhutra, Ranveer Kumar Singh
We study the twisted partition function of quarter BPS states in CHL models and show that for a large class of single-centered black holes, the degeneracy of microstates is given b…
Topological Twisting of 4d Supersymmetric Field Theories
Gregory W. Moore, Vivek Saxena, Ranveer Kumar Singh
We discuss what topological data must be provided to define topologically twisted partition functions of four-dimensional supersymmetric field theories. The origina…
Rationality of Lorentzian Lattice CFTs And The Associated Modular Tensor Category
Ranveer Kumar Singh, Madhav Sinha, Runkai Tao
We classify the irreducible modules of a rational Lorentzian lattice vertex operator algebra (LLVOA) based on an even, self-dual Lorentzian lattice of si…
Algebraic Structures In Closed Superstring Field Theory, Homotopy Transfer And Effective Actions
Ranveer Kumar Singh
A consistent action for heterotic and type II superstring field theory was recently proposed by Sen. We give an algebraic formulation of this action in terms of certain twisted $L_…
Non-Chiral Vertex Operator Algebra Associated To Lorentzian Lattices And Narain CFTs
Ranveer Kumar Singh, Madhav Sinha
Frenkel, Lepowsky, and Meurman constructed a vertex operator algebra (VOA) associated to any even, integral, Euclidean lattice. In the language of physics, these are examples of ch…
Mock Modularity In CHL Models
Ajit Bhand, Ashoke Sen, Ranveer Kumar Singh
Dabholkar, Murthy and Zagier (DMZ) proved that there is a canonical decomposition of a meromorphic Jacobi form of integral index for with poles on tors…
Beauty And The Beast Part 2: Apprehending The Missing Supercurrent
Gregory W. Moore, Ranveer Kumar Singh
The Moonshine module is a conformal field theory (CFT) whose automorphism group is the Monster group. It was argued by Dixon, Ginsparg, and Harvey in \cite{Dixon:1988qd} tha…