H. Khachatryan

most citedEasy-plane QED

_{3}

's in the large

N_{f}

limit

34 citations · 37 across the 2 of their papers we have counts for

collaborators

4 papers

hep-th2019★ 3 cited

Notes on $N = 1$ QCD $_{3}$ with baryon superpotential

Vladimir Bashmakov, Hrachya Khachatryan

We study the infrared phases of $N = 1$ QCD $_{3}$ with gauge group $S U (N_{c})$ and with the superpotential containing the mass term and the baryon operator. We restrict our…

hep-th2019

Higher Derivative Gauge theory in $d = 6$ and the $C P^{(N_{f} - 1)}$ NLSM

Hrachya Khachatryan

We consider the $C P^{(N_{f} - 1)}$ Non-Linear-Sigma-Model in the dimension $4 < d < 6$ . The critical behaviour of this model in the large $N_{f}$ limit is reviewed. We prop…

hep-th2019★ 34 cited

Easy-plane QED $_{3}$ 's in the large $N_{f}$ limit

Sergio Benvenuti, Hrachya Khachatryan

We consider Quantum Electrodynamics in $2 + 1$ dimensions with $N_{f}$ fermionic or bosonic flavors, allowing for interactions that respect the global symmetry $U (N_{f} /2)^{2}$ . There ar…

hep-th2018

QED's in $2 + 1$ dimensions: complex fixed points and dualities

Sergio Benvenuti, Hrachya Khachatryan

We consider Quantum Electrodynamics with an even number $N_{f}$ of bosonic or fermionic flavors, allowing for interactions respecting at least $U (N_{f} /2)^{2}$ global symmetry. Both in t…

Notes on N=1 QCD3​ with baryon superpotential

Higher Derivative Gauge theory in d=6 and the CP(Nf​−1) NLSM

Easy-plane QED3​'s in the large Nf​ limit

QED's in 2+1 dimensions: complex fixed points and dualities

Notes on $N = 1$ QCD $_{3}$ with baryon superpotential

Higher Derivative Gauge theory in $d = 6$ and the $C P^{(N_{f} - 1)}$ NLSM

Easy-plane QED $_{3}$ 's in the large $N_{f}$ limit

QED's in $2 + 1$ dimensions: complex fixed points and dualities