Differential characters and characteristic polynomial of Frobenius.
Differential characters of abelian varieties over p-adic fields.
Differential equations in a linear ring
Differential equations in characteristic
Differential Filtrations and Symbolic Powers of Regualr Primes.
Differential Galois Theory for an Exponential Extension of
In this paper we study the formal differential Galois group of linear differential equations with coefficients in an extension of by an exponential of integral. We use results of factorization of differential operators with coefficients in such a field to give explicit generators of the Galois group. We show that we have very similar results to the case of .
Differential graded Lie algebras controlling infinitesimal deformations of coherent sheaves
Differential modules defined by systems of equations
Differential resolvents of minimal order and weight.
Differential rings in which any ideal is differential
Differential simplicity and a criterion fornnormality
Differentielle Eigenschaften der Lokalisierungen analytischer Algebren.
Dilogarithm identities for sine-Gordon and reduced sine-Gordon Y-systems.
Dimension and attached primes of an Artinian module
Dimension de l'anneau des polynomes a valeurs entieres.
Dimension des couples d'anneaux partageant un idéal
Dimension in rings with solvable algebraic group action.
Dimension projective finie et cohomologie locale
Dimensionstheorie in globalen Moduln.
Dimers and cluster integrable systems
We show that the dimer model on a bipartite graph on a torus gives rise to a quantum integrable system of special type, which we call acluster integrable system. The phase space of the classical system contains, as an open dense subset, the moduli space of line bundles with connections on the graph . The sum of Hamiltonians is essentially the partition function of the dimer model. We say that two such graphs and areequivalentif the Newton polygons of the corresponding partition functions...