A. Trenogin

most citedOn the six-loop scaling dimensions of the

(I ¨ ^{2})^{n}

operators in

d = 3

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

collaborators

2 papers

cond-mat.stat-mech2026

Six-loop renormalization group analysis of the $I ¨ ^{4} + I ¨ ^{6}$ model

L. Ts. Adzhemyan, M. V. Kompaniets, A. V. Trenogin

We investigate the $Î»\ph^4+g\ph^6$ model using the renormalization group method and the $\ep$ expansion. This model is used in a situation where the coefficients $I^»$ , $g$ and the…

hep-th2026★ 3 cited

On the six-loop scaling dimensions of the $(I ¨ ^{2})^{n}$ operators in $d = 3$

A. V. Bednyakov, M. V. Kompaniets, A. V. Trenogin

We consider a class of singlet operators $(I ¨ ^{2})^{n}$ in the three-dimensional $O (N)$ model with $I^»^{2} I ¨ ^{6}$ interaction. Recently, the corresponding anomalous dimensions $I^_{2 n}^{3}$ w…

Six-loop renormalization group analysis of the I¨4+I¨6 model

On the six-loop scaling dimensions of the (I¨2)n operators in d=3

Six-loop renormalization group analysis of the $I ¨ ^{4} + I ¨ ^{6}$ model

On the six-loop scaling dimensions of the $(I ¨ ^{2})^{n}$ operators in $d = 3$