Large N Principal Chiral Model In Arbitrary External Fields Lims

Large-N Principal Chiral Model In Arbitrary External Fields | LIMS

Large-N Principal Chiral Model In Arbitrary External Fields | LIMS We report the explicit solution for the vacuum state of the two dimensional $su (n)$ principal chiral model at large $n$ for an arbitrary set of chemical potentials and any interaction strength, a unique result of such kind for an asymptotically free qft. Here, we solve the 2d s u (n) s u (n) principal chiral model at large n n for any set of chemical potentials. an emergent third dimension in the solution supports our earlier conjecture of a possible dual string description in a specific double scaled limit.

(PDF) Large- N Principal Chiral Model In Arbitrary External Fields

(PDF) Large- N Principal Chiral Model In Arbitrary External Fields We report the explicit solution for the vacuum state of the two dimensional suðnÞ principal chiral model at large n for an arbitrary set of chemical potentials and any interaction strength, a unique result of such kind for an asymptotically free quantum field theory. We report the explicit solution for the vacuum state of the two dimensional su (n) principal chiral model at large n for an arbitrary set of chemical potentials and any interaction strength, a unique result of such kind for an asymptotically free quantum field theory. We report the explicit solution for the vacuum state of the two dimensional su (n) principal chiral model at large n for an arbitrary set of chemical potentials and any interaction strength, a unique result of such kind for an asymptotically free quantum field theory. We will report the solution for the vacuum state of large n pcm with arbitrary chemical potentials. the rapidity dependence happens to be always semi circular with support (−b a,b a) varying along the dynkin di agram. we derived an integral equation for the limit shape b(α) assuming its continuity.

(PDF) Principal Chiral Field At Large N

(PDF) Principal Chiral Field At Large N We report the explicit solution for the vacuum state of the two dimensional su (n) principal chiral model at large n for an arbitrary set of chemical potentials and any interaction strength, a unique result of such kind for an asymptotically free quantum field theory. We will report the solution for the vacuum state of large n pcm with arbitrary chemical potentials. the rapidity dependence happens to be always semi circular with support (−b a,b a) varying along the dynkin di agram. we derived an integral equation for the limit shape b(α) assuming its continuity. We present the exact and explicit solution of the principal chiral field in two dimensions for an infinitely large rank group manifold. the energy of the ground state is explicitly found for the external noether's fields of an arbitrary magnitude. We report the explicit solution for the vacuum state of the two dimensional $su (n)$ principal chiral model at large $n$ for an arbitrary set of chemical potentials and any interaction strength, a unique result of such kind for an asymptotically free qft. We report the explicit solution for the vacuum state of the two dimensional principal chiral model at large for an arbitrary set of chemical potentials and any interaction strength, a unique result of such kind for an asymptotically free quantum field theory. We report the explicit solution for the vacuum state of the two dimensional su (n) principal chiral model at large n for an arbitrary set of chemical potentials and any interaction.

(PDF) Principal Chiral Model In Correlated Electron Systems

(PDF) Principal Chiral Model In Correlated Electron Systems We present the exact and explicit solution of the principal chiral field in two dimensions for an infinitely large rank group manifold. the energy of the ground state is explicitly found for the external noether's fields of an arbitrary magnitude. We report the explicit solution for the vacuum state of the two dimensional $su (n)$ principal chiral model at large $n$ for an arbitrary set of chemical potentials and any interaction strength, a unique result of such kind for an asymptotically free qft. We report the explicit solution for the vacuum state of the two dimensional principal chiral model at large for an arbitrary set of chemical potentials and any interaction strength, a unique result of such kind for an asymptotically free quantum field theory. We report the explicit solution for the vacuum state of the two dimensional su (n) principal chiral model at large n for an arbitrary set of chemical potentials and any interaction.

Principal Chiral Model at Large N and the glimpse of a new String Theory