We show that $2 $ d adjoint QCD, an $ SU (N) $ gauge theory with one massless adjoint
Majorana fermion, has a variety of mixed't Hooft anomalies. The anomalies are derived …

We explore a one parameter ζ ζ-deformation of the quantum-mechanical Sine-Gordon and
Double-Well potentials which we call the Double Sine-Gordon (DSG) and the Tilted Double …

I will review recent progress on addressing large N gauge theories on the lattice. The focus
will be put on the use of large N volume independence as an effective tool to compute non …

We prove an asymptotic formula for the number of $ d $-fold partition diamonds of $ n $ and
their Schmidt-type counterparts. In order to do so, we study the asymptotic behavior of …

We show that adjoint QCD features very strong Bose-Fermi cancellations in the large-N limit,
despite the fact that it is manifestly nonsupersymmetric. The difference between the bosonic …

A bstract We consider asymptotically-free four-dimensional large-N gauge theories with
massive fermionic and bosonic adjoint matter fields, compactified on squashed three …

In this paper, we present robust evidence that general finite temperature quantum field
theory (QFT) path integrals are invariant under reflecting temperatures to negative values (T …

In this paper, we revisit the claim that many partition functions are invariant under reflecting
temperatures to negative values (T-reflection). The goal of this paper is to demarcate which …

We investigate the singularity structure of the (-1) F graded partition function in QCD with
nf≥ 1 massive adjoint fermions in the large-N limit. Here, F is fermion number and N is the …

A bstract We define L-functions for meromorphic modular forms that are regular at cusps,
and use them to:(i) find new relationships between Hurwitz class numbers and traces of …