Incollamenti di ideali primi e gruppi di Picard
Indécidabilité de la théorie des anneaux de séries formelles à plusieurs indéterminées
Indecomposable Cohen-Macaulay modules and irreducible maps
Indecomposable primarily comultiplication modules over a pullback of two Dedekind domains
We describe all those indecomposable primarily comultiplication modules with finite-dimensional top over pullback of two Dedekind domains. We extend the definition and results given by R. Ebrahimi Atani and S. Ebrahimi Atani [Algebra Discrete Math. 2009] to a more general primarily comultiplication modules case.
Indecomposable projective modules on affine domains
Indecomposable Rank 4 Quadratic Spaces of Non-Trivial Discriminant Over Polynomial Rings.
Indépendance algébrique de certaines séries formelles
Indépendance linéaire et algébrique de logarithmes
Independence in Completions and Endomorphism Algebras.
Independence measures of arithmetic functions II
Induced modules of strongly group-graded algebras
Various results on the induced representations of group rings are extended to modules over strongly group-graded rings. In particular, a proof of the graded version of Mackey's theorem is given.
Inegalite relative des genres.
Inertial subrings of a locally finite algebra
I. S. Cohen proved that any commutative local noetherian ring R that is J(R)-adic complete admits a coefficient subring. Analogous to the concept of a coefficient subring is the concept of an inertial subring of an algebra A over a commutative ring K. In case K is a Hensel ring and the module is finitely generated, under some additional conditions, as proved by Azumaya, A admits an inertial subring. In this paper the question of existence of an inertial subring in a locally finite algebra is discussed....
Initially Koszul algebras.
Injective and projective properties of -modules
We study whether the projective and injective properties of left -modules can be implied to the special kind of left -modules, especially to the case of inverse polynomial modules and Laurent polynomial modules.
Injective Moduls over Krull Orders.
Integer Linear Programming applied to determining monic hyperbolic irreducible polynomials with integer coefficients and span less than 4
In this work, we propose a new method to find monic irreducible polynomials with integer coefficients, only real roots, and span less than 4. The main idea is to reduce the search of such polynomials to the solution of Integer Linear Programming problems. In this frame, the coefficients of the polynomials we are looking for are the integer unknowns. We give inequality constraints specified by the properties that the polynomials should have, such as the typical distribution of their roots. These...
Integer-valued polynomials on algebras: a survey
We compare several different concepts of integer-valued polynomials on algebras and collect the few results and many open questions to be found in the literature.
Integral closure of monomial ideals on regular sequences.
Integral closure of in via the Puiseux theorem.