L'analogue tropical de la conjecture d'Helton et Nie est vrai

Pairings on Hochschild homology and B-mutation systems In this section, we introduce a slightly modified version of the general- ized Mukai pairing and show that this pairing

— We will prove that the Pierce-Birkhoff Conjecture holds for non-singular two-dimensional affine real algebraic varieties over real closed fields, i.e., if W is such a variety,

ERRATUM ON “ENTROPY-ENERGY INEQUALITIES AND IMPROVED CONVERGENCE RATES FOR NONLINEAR..

Our result becomes unconditional when L is a geometric differential operator, a special type of G-operators for which the conjecture is known to be true1. The famous

Let X be an algebraic curve defined over a finite field F q and let G be a smooth affine group scheme over X with connected fibers whose generic fiber is semisimple and

of elliptic curves having complex multiplication with special Γ-values (cf. Function field, Kronecker limit formula, Eisenstein series, Drinfeld modules... This work was supported

An important application is a function field analogue of Gross formula for the central critical values of Rankin type L-series coming from automorphic cusp forms of Drinfeld type..

Suppose R is a right noetherian, left P-injective, and left min-CS ring such that every nonzero complement left ideal is not small (or not singular).. Then R