Resonances and weak interactions in D+→π+π−π+D^+ \to\pi^+ \pi^- \pi^+ decays

We describe the $\pi\pi$ $S$-wave in $D^+ \to\pi^+ \pi^- \pi^+$ decays using a unitary model for the $\pi\pi$ Final State Interactions (FSI). The three body decay is treated as a quasi two-body process where, at the weak vertex, the D meson decays into a resonance and a pion. The weak part of the decay amplitude is evaluated using the effective weak Hamiltonian within the factorization approximation.Comment: 4 pages. Contribution to the X Hadron Physics, Florianopolis-Brazil, March 26-31, 200

Modélisation, classification et propagation dans des réseaux d'influence

The cognitive map model provides a user a solution to visualize the influences between different notion, and to compute the propagation of influences on a target. Like cognitive maps, our model offers a graphical representation of influences between notions. The distinctive feature of our model is that on a unique support, each notion is precisely defined by conceptual graphs. The combination of operations of cognitive maps and operations of conceptual graphs provides a powerful method to make decision. Firstly, the definition of a notion and the projection provides a solution to compute semantically linked notions. Secondly, original propagations can be computed from such semantically linked notions

Form factors in B->f0(980) and D->f0(980) transitions from dispersion relations

Within the dispersion relation approach we give the double spectral representation for space-like and time-like B-> f_0(980) and D-> f_0(980) transition form factors in the full q^2 range. The spectral densities, being the input of the dispersion relations, are obtained from a triangle diagram in the relativistic quark model.Comment: Talk given at MESON 2006, Krakow, 9-13 June 200

A useful logical semantics of UML for querying and checking UML class diagram

Date du colloque : 01/2009International audienc

Contextual Cognitive Map

The model of cognitive maps introduced by Tolman [1] provides a representation of an influence network between notions. A cognitive map can contain a lot of influences that makes difficult its exploitation. Moreover these influences are not always relevant for different uses of a map. This paper extends the cognitive map model by describing the validity context of each influence with a conceptual graph. A filtering mechanism of the influences according to a use context is provided so as to obtain a simpler and more adjusted map for a user. A prototype that implements this model of contextual cognitive map has been developed

Le modèle des cartes cognitives contextuelles

Le modèle des cartes cognitives offre une représentation graphique d'un réseau d'influences entre différentes notions. Une carte cognitive peut contenir un grand nombre de liens d'influence ce qui rend difficile son exploitation. De plus ces influences ne sont pas toujours pertinentes pour des utilisations différentes de la carte. Nous proposons une extension de ce modèle qui précise le contexte de validité d'une influence à l'aide de graphes conceptuels et nous fournissons un mécanisme de filtrage des in- fluences en fonction d'un contexte d'utilisation. A cognitive maps is a network of influences between concepts. A cognitive map can contain a great number of influence what makes difficult its exploitation. Moreover these influences are not always relevant for different use of a map. We propose an extension of this model which specifies the context of validity of an influence using conceptual graphs and we provide a filtering mechanism of the in- fluences according to a context of use

Les cartes cognitives hiérarchiques

Une carte cognitive fournit une représentation graphique d’un réseaud’influence entre des concepts. Les cartes cognitives de dimensions importantes ont l’inconvénient d’être difficiles à appréhender, interpréter et exploiter. Cet article présente un modèle de cartes cognitives hiérarchiques permettant au concepteur d’effectuer des regroupements de concepts qui sont ensuite utilisés dans un mécanisme permettant à l’utilisateur d’obtenir des vues partielles et synthétiques d’une carte

Transitions-based system: A relevant use case

International audienc

Using UML Class Diagram as a Knowledge Engineering Tool

Date du colloque : 05/2000International audienc

Amplitudes Fitted to Experimental Data and to Roy's Equations

The scalar-isoscalar, scalar-isotensor and vector-isovector pi-pi amplitudes are fitted simultaneously to experimental data and to Roy's equations. The resulting amplitudes are compared with those fitted only to experimental data. No additional constraints for the pi-pi threshold behaviour of the amplitudes are imposed. Threshold parameters are calculated for the amplitudes in the three waves. Spectrum of scalar mesons below 1.8 GeV is found from the analysis of the analytical structure of the fitted amplitudes.Comment: 3 pages, 1 figure. Talk given at MESON 2004: 8th International Workshop on Meson Production, Properties and Interactions, Cracow, Poland, 4-8 Jun 2004. Submitted to Int.J.Mod.Phys.