The periodic Schur process and free fermions at finite temperature

Indeed, the masses of all elementary fermions follow the formula 2 n .p 2 /2 where n is an integer [3, 4] calculated for the electron, electron neutrino and quark up and p is

Then we show that some quantitative versions of the Schur property are inherited by Lipschitz-free spaces satisfying some of the assumptions of Theorem 2.7.. In Section 3, we

Abstract The normalization of Bethe eigenstates for the totally asymmetric simple exclusion process on a ring of L sites is studied, in the large L limit with finite density

The most striking result of [3], sometimes referred to as the Terasawa puzzle, is the existence of isolated episodes of synchronization: Almost all cells begin a peak at

Then, in Section 7, we apply the same ideas related to non-crossing partitions and use Speicher’s criterion of freeness to prove the asymptotic freeness of independent unitary

An important property of free fermions at T = 0, inherited from their connection with the eigenvalues of random matrices (1), is that they con- stitute a determinantal point

(27) A large number of precise analytical results for the ground-state quantum statistics of free fermions in a 1d harmonic trap have recently been predicted [18–22], essentially

This theory is based on the Feshbach-Schur map and it has advantages with respect to the stan- dard perturbation theory in three aspects: (a) it readily produces rigorous estimates