Flatness and freeness properties of the generic Hopf Galois extensions

The authors described first the methods based on the use of Simulated Annealing and generic finite elements to improve the identification of prestressing force

Considering this, a natural extension of the results given here would be to consider the equivalence classes of the formal deformations of the associa- tive algebra A = F[x, y, z]

In this chapter, and motivated by the preceding results regarding the Casimir effect on topo- logical insulators, the quantized finite frequency topological response of a generic

Nevertheless, a more in-depth interpretation of the results suggests that gender differences may, in general, be more acute in relation to generic issues, such as the

The first one is the classical work of Hurwitz from 1896 ([Hur96]), where he introduces the Hurwitz quaternions and proves a unique factorisation result in analogy to that of

El treball consisteix en demostrar certa correspond`encia bijectiva de Galois per a extensions no finites Galois i aportar algun exemple expl´ıcit.. Si queda ganes d’ampliar i

The invariant can be computed algebraically and satisfy the Galois group property. I It can explain the oriented ordered topological difference for

The notion of genus in the theory of integral quadratic forms has a similar definition, namely two integral quadratic forras 1 and V of dimension K are of the same genus precisely