The effective low energy Lagrangian of CPN-1 models in d<4 dimensions can be constructed in the large N limit by solving the saddle point equations in the presence of a constant field strength. The two-dimensional case is explicitly worked out, and possible applications are briefly discussed
We study the relationship between M theory with N units of momentum along a nearly lightlike circle ...
Abstract We investigate, by numerical simulations on a lattice, the θ-dependence of 2d CP N − 1 mode...
We apply the large-charge expansion to O(N) vector models starting from first principles, focusing o...
The effective low energy Lagrangian of CPN-1 models in d<4 dimensions can be constructed in the larg...
We investigate the features of ${\rm CP}^{N-1}$ models concerning confinement and topology. In order...
We study the large-N scaling behavior of the θ dependence of the ground-state energy density E(θ) of...
We investigate, by numerical simulations on a lattice, the θ-dependence of 2d CPN − 1 models for a r...
In this work we studied the CP^N-1 model in two-dimensions using numerical Monte Carlo (MC) simulati...
We discuss the 0(2N) vector model in three dimensions. While this model flows to the Wilson–Fisher f...
We simulate 4d SU(N) pure-gauge theories at large N using a parallel tempering scheme that combines ...
In this note we discuss the phase space of the O(2N) vector model in the presence of a quadratic and...
We investigate the θ-dependence of two-dimensional CPN-1 models in the large-N limit by lattice simu...
We compute general higher-point functions in the sector of large charge operators ϕn,ϕ¯¯¯n at large ...
It is shown that the implementation of the Large--$N_c$ approximation helps to get insight into the ...
The construction of the effective Lagrangian relevant for the mesonic sector of QCD in the large N_c...
We study the relationship between M theory with N units of momentum along a nearly lightlike circle ...
Abstract We investigate, by numerical simulations on a lattice, the θ-dependence of 2d CP N − 1 mode...
We apply the large-charge expansion to O(N) vector models starting from first principles, focusing o...
The effective low energy Lagrangian of CPN-1 models in d<4 dimensions can be constructed in the larg...
We investigate the features of ${\rm CP}^{N-1}$ models concerning confinement and topology. In order...
We study the large-N scaling behavior of the θ dependence of the ground-state energy density E(θ) of...
We investigate, by numerical simulations on a lattice, the θ-dependence of 2d CPN − 1 models for a r...
In this work we studied the CP^N-1 model in two-dimensions using numerical Monte Carlo (MC) simulati...
We discuss the 0(2N) vector model in three dimensions. While this model flows to the Wilson–Fisher f...
We simulate 4d SU(N) pure-gauge theories at large N using a parallel tempering scheme that combines ...
In this note we discuss the phase space of the O(2N) vector model in the presence of a quadratic and...
We investigate the θ-dependence of two-dimensional CPN-1 models in the large-N limit by lattice simu...
We compute general higher-point functions in the sector of large charge operators ϕn,ϕ¯¯¯n at large ...
It is shown that the implementation of the Large--$N_c$ approximation helps to get insight into the ...
The construction of the effective Lagrangian relevant for the mesonic sector of QCD in the large N_c...
We study the relationship between M theory with N units of momentum along a nearly lightlike circle ...
Abstract We investigate, by numerical simulations on a lattice, the θ-dependence of 2d CP N − 1 mode...
We apply the large-charge expansion to O(N) vector models starting from first principles, focusing o...
DOI
Add to ORKG