Reconstruction of Scattering Amplitudes From Differential Cross-Section
A Bound on the Total Number of Bound States in a Potential
Sur une méthode d'autocollimation directe des objectifs astronomiques et son application à la mesure des indices de réfraction; remarques sur l'emploi du sphéromètre
Asymptotics for nonlinear evolution equation with module-fractional derivative on a half-line.
Dilataciones.
Propriétés analytiques des niveaux de l'oscillateur anharmonique et convergence des approximants de Pade
Propriétés analytiques des niveaux de l'oscillateur anharmonique et convergence des approximants de Pade
Borel-Wadge degrees
Two sets of reals are Borel equivalent if one is the Borel pre-image of the other, and a Borel-Wadge degree is a collection of pairwise Borel equivalent subsets of ℝ. In this note we investigate the structure of Borel-Wadge degrees under the assumption of the Axiom of Determinacy.
Solutions de quelques questions posées aux examens d'admission à l'École polytechnique
Some results on groups with unique square roots
Study of the Iterations of a Mapping Associated to a Spin Glass Model
A Family of Optimal Conditions for the Absence of Bound States in a Potential
Large volume asymptotics of brownian integrals and orbital magnetism
Το πρώτο πρόβλημα του Hilbert: η υπόθεση του συνεχούς
Strongly prime alternative pairs with minimal inner ideals.
Compact partially ordered sets
The article contains no abstract
Belief functions induced by multimodal probability density functions, an application to the search and rescue problem
In this paper, we propose a new method to generate a continuous belief functions from a multimodal probability distribution function defined over a continuous domain. We generalize Smets' approach in the sense that focal elements of the resulting continuous belief function can be disjoint sets of the extended real space of dimension . We then derive the continuous belief function from multimodal probability density functions using the least commitment principle. We illustrate the approach on two...
Belief functions induced by multimodal probability density functions, an application to the search and rescue problem
In this paper, we propose a new method to generate a continuous belief functions from a multimodal probability distribution function defined over a continuous domain. We generalize Smets' approach in the sense that focal elements of the resulting continuous belief function can be disjoint sets of the extended real space of dimension . We then derive the continuous belief function from multimodal probability density functions using the least commitment principle. We illustrate the approach on two...
Immune responses and viral phenotype: Do replication rate and cytopathogenicity influence virus load?
A posteriori error bounds for reduced-basis approximations of parametrized parabolic partial differential equations
In this paper, we extend the reduced-basis methods and associated a posteriori error estimators developed earlier for elliptic partial differential equations to parabolic problems with affine parameter dependence. The essential new ingredient is the presence of time in the formulation and solution of the problem – we shall “simply” treat time as an additional, albeit special, parameter. First, we introduce the reduced-basis recipe – Galerkin projection onto a space spanned by solutions of the...
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