Explicit primality criteria for $h\cdot 2^n\pm 1$

In this section we study the group of units of such an algebra and count the solutions to Equation (1) in it. In Paragraph 2.1 we localize at a prime p and we study the Frobenius

Currently the best known tests of this type involve 3 rounds of the Miller-Rabin test for 32-bit integers and 7 rounds for 64-bit integers.. Our main result in this paper: For 32-

The discontinuous Galerkin domain decomposition (DGDD) method couples subdomains of high-fidelity polynomial approximation to regions of low-dimensional resolution for the

This paper is devoted to investigate the convergence of vanishing visco- sity approximation to weak solutions, satisfying the entropy inequality, of.. the following,

- When the space of cadlag trajectories is endowed with the topology of convergence in measure (much weaker that Skorohod’s topology), very convenient criteria of

By a similar argument it is possible to prove that if ux is as in Lemma 9.3 then the following identities occur: ANNALES SCIENTIFIQUES DE L’ÉCOLE NORMALE SUPÉRIEURE... Some

— By using the cohomology theory of Fontaine-Messing, we prove an explicit reciprocity law for regular local rings of a certain type.. This extends the classical explicit

a new type of fixed point theorem: if the group fixes some object of the category, then the extension splits.. The splitting then has