Criptografía y curvas elípticas.
Un paseo alrededor de la teoría de conjuntos.
Aspectos computacionales de los números primos (I).
Aspectos computacionales de los números primos (II).
-information radius of type and comparison of experiments
Various information, divergence and distance measures have been used by researchers to compare experiments using classical approaches such as those of Blackwell, Bayesian ets. Blackwell's [1] idea of comparing two statistical experiments is based on the existence of stochastic transformations. Using this idea of Blackwell, as well as the classical bayesian approach, we have compared statistical experiments by considering unified scalar parametric generalizations of Jensen difference divergence measure....
Discretization problems on generalized entropies and -divergences
Lower bounds for parallel arithmetic computations.
Lower bounds for approximations.
Generalized polar varieties and an efficient real elimination
Let be a closed algebraic subvariety of the -dimensional projective space over the complex or real numbers and suppose that is non-empty and equidimensional. In this paper we generalize the classic notion of polar variety of associated with a given linear subvariety of the ambient space of . As particular instances of this new notion of generalized polar variety we reobtain the classic ones and two new types of polar varieties, called dual and (in case that is affine) conic. We show that...
Page 1