Testing the dark SU(N) Yang-Mills theory confined landscape: From the lattice to gravitational waves

Dual string from lattice Yang-Mills theory

We review properties of lower-dimension vacuum defects observed in lattice simulations of SU(2) Yang-Mills theories. Oneand two-dimensional defects are associated with ultraviolet divergent action. The action is the same divergent as in perturbation theory but the fluctuations extend over submanifolds of the whole 4d space. The action is self tuned to a divergent entropy and the 2d defects can ...

Black Hole Thermodynamics from Simulations of Lattice Yang-Mills Theory

Super Yang-Mills Theory on Lattice and the Transformation

A lattice formulation is one of the most powerful tools for a nonperturbative study. We present here a completely new formulation of the super Yang-Mills theory on lattice with an exact fermionic symmetry. There are several pionieering attempts for contructing super Yang-Mills theories on lattice. The first approach, the Wilson fermion and mass finetuning procedure, is a well-simulated method [...

So(3) Yang-mills Theory on the Lattice

The understanding of which degrees of freedom are relevant for the confinement of quarks is a long standing problem. Since it is widely believed that the center of the gauge group plays an important role, it is interesting to study a theory with a trivial center. The simplest model to investigate this problem is provided by a theory in an odd-dimensional representation of the gauge group SU(2)....

From supermembrane to super Yang-Mills theory

We derive p+1-dimensional (p=1,2) maximally supersymmetric U(N) Yang-Mills theory from the wrapped supermembrane on R11−p × T p in the light-cone gauge by using the matrix regularization. The elements of the matrices in the super Yang-Mills theory are given by the Fourier coefficients in the supermembrane theory. Although our approach never refers to both D-branes and superstring dualities, we ...