The beta function of the vacuum energy density is analytically computed at the five-loop level in O(N)-symmetric f4 theory, using dimensional regularization in conjunction with the MS scheme. The result for the case of cubic anisotropy is also given. It is pointed out how to also obtain the beta function of the coupling and the gamma function of the mass from vacuum graphs. This method may be easier than traditional approaches. [S0556-2821(98)05506-4
We present the second part of a paper series devoted to the study of the multi-loop effective potent...
We compute one-loop and two-loop β-functions for vacuum expectation values (VEVs) in gauge theories....
We complete the two-loop calculation of β-functions for vacuum expectation values (VEVs) in gauge th...
The beta function of the vacuum energy density is analytically computed at the five-loop level in ...
The β function of the vacuum energy density is computed at the four-loop level in massive O(N) symme...
As a step towards deriving universal amplitude ratios of the superconductive phase transition we cal...
We argue that in asymptotically free non-Abelian gauge theories possessing the phenomenon of dynamic...
Within the framework of QCD we compute renormalization constants for the strong coupling and the qua...
Within the background field approach, all two-loop sunset vacuum diagrams, which occur in the Coulom...
We present analytical results for the N f 4 and N f 3 terms of the five-loop Beta function, for a ge...
Kajantie K, Laine M, Rummukainen K, Schroeder Y. Four loop vacuum energy density of the SU(N(c)) + a...
Abstract We focus on a non-abelian gauge field coupled to a single (but general) representation of a...
The instanton contribution to the vacuum energy in supersym-metric Yang-Mills theories i s considere...
We verify a method which allows to obtain the $\beta$-function of supersymmetric theories regularize...
We calculate the third coefficient of the lattice $\beta$ function in pure Yang-Mills theory. We mak...
We present the second part of a paper series devoted to the study of the multi-loop effective potent...
We compute one-loop and two-loop β-functions for vacuum expectation values (VEVs) in gauge theories....
We complete the two-loop calculation of β-functions for vacuum expectation values (VEVs) in gauge th...
The beta function of the vacuum energy density is analytically computed at the five-loop level in ...
The β function of the vacuum energy density is computed at the four-loop level in massive O(N) symme...
As a step towards deriving universal amplitude ratios of the superconductive phase transition we cal...
We argue that in asymptotically free non-Abelian gauge theories possessing the phenomenon of dynamic...
Within the framework of QCD we compute renormalization constants for the strong coupling and the qua...
Within the background field approach, all two-loop sunset vacuum diagrams, which occur in the Coulom...
We present analytical results for the N f 4 and N f 3 terms of the five-loop Beta function, for a ge...
Kajantie K, Laine M, Rummukainen K, Schroeder Y. Four loop vacuum energy density of the SU(N(c)) + a...
Abstract We focus on a non-abelian gauge field coupled to a single (but general) representation of a...
The instanton contribution to the vacuum energy in supersym-metric Yang-Mills theories i s considere...
We verify a method which allows to obtain the $\beta$-function of supersymmetric theories regularize...
We calculate the third coefficient of the lattice $\beta$ function in pure Yang-Mills theory. We mak...
We present the second part of a paper series devoted to the study of the multi-loop effective potent...
We compute one-loop and two-loop β-functions for vacuum expectation values (VEVs) in gauge theories....
We complete the two-loop calculation of β-functions for vacuum expectation values (VEVs) in gauge th...