Search Results - "Molina, J Quesada"

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  1. 1

    A Characterization of Quasi-copulas by Genest, C., Quesada Molina, J.J., Rodrı́guez Lallena, J.A., Sempi, C.

    Published in Journal of multivariate analysis (01-05-1999)
    “…The notion of quasi-copula was introduced by C. Alsina, R. B. Nelsen, and B. Schweizer (Statist. Probab. Lett.(1993), 85–89) and was used by these authors and…”
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    Journal Article
  2. 2

    SU‐FF‐T‐408: The IAEA Initiative to Standardize Nuclear Data for Heavy Charged‐Particle Radiotherapy by Paganetti, H, Jaekel, O, Lomax, A, Palmans, H, Molina, J Quesada, Sobolevsky, N, Vatnitsky, S, Noy, R Capote

    Published in Medical physics (Lancaster) (01-06-2007)
    “…Purpose: Protons and heavy ions loose energy via atomic and nuclear interaction processes. When simulating charged‐particle beam characteristics, for example…”
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    Journal Article
  3. 3

    Geant4 hadronic physics for space radiation environment by Ivantchenko, Anton V., Ivanchenko, Vladimir N., Molina, Jose-Manuel Quesada, Incerti, Sebastien L.

    Published in International journal of radiation biology (01-01-2012)
    “…Abstract Purpose: To test and to develop Geant4 (Geometry And Tracking version 4) Monte Carlo hadronic models with focus on applications in a space radiation…”
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    Journal Article
  4. 4
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    Time-of-flight and activation experiments on 147Pm and 171Tm for astrophysics by Guerrero, C, Lerendegui-Marco, J, Domingo-Pardo, C, Casanovas, A, Dressler, R, Köster, U, Quesada-Molina, J M, Schumann, D, Tessler, M, Weissman, L, Aberle, O, Andrzejewski, J, Audouin, L, Bacak, M, Balibrea, J, Barbagallo, M, Becvar, F, Berthoumieux, E, Billowes, J, Bosnar, D, Caamaño, M, Calviño, F, Calviani, M, Cano-Ott, D, Cerutti, F, Chen, Y H, Colonna, N, Cortés, G, Cortés-Giraldo, MA, Cosentino, L, Durán, I, Fernández-Domínguez, B, Ferrari, A, Ferreira, P, Finocchiaro, P, Gawlik, A, Gilardoni, S, Gonçalves, I F, González, E, Griesmayer, E, Harada, H, Heyse, J, Jenkins, D G, Jericha, E, Käppeler, F, Kadi, Y, Kalamara, A, Kavrigin, P, Kimura, A, Kokkoris, M, Krticka, M, Kurtulgil, D, Lederer, C, Leeb, H, S Lo Meo, Lonsdale, S J, Marganiec, J, Martínez, T, Masi, A, Mastinu, P, Mastromarco, M, Maugeri, E A, Mazzone, A, Mendoza, E, Mengoni, A, Milazzo, P M, Mingrone, F, Musumarra, A, Negret, A, Nolte, R, Oprea, A, Patronis, N, Pavlik, A, Perkowski, J, Praena, J, Radeck, D, Rauscher, T, Reifarth, R, Rout, P C, Rubbia, C, Sabaté-Gilarte, M, Schillebeeckx, P, Smith, A G, Sosnin, N V, Stamatopoulos, A, Tagliente, G, Tain, JL, Tassan-Got, L, Tsinganis, A, Valenta, S, Variale, V, Vaz, P, Ventura, A, Vlastou, R, Wallner, A, Warren, S, Weiss, C, Woods, P J, Wright, T, Žugec, P

    Published in EPJ Web of conferences (01-01-2017)
    “…The neutron capture cross section of several key unstable isotopes acting as branching points in the s-process are crucial for stellar nucleosynthesis studies,…”
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    Conference Proceeding Journal Article
  6. 6

    Validation of Geant4 hadronic physics models at intermediate energies by Banerjee, S., Cirrone, G. A. P., Elvira, V. D., Folger, G., Grichine, V., Heikkinen, A., Howard, A., Ivanchenko, V. N., Koi, T., Kossov, M., Quesada Molina, J. M., Ribon, A., Romano, F., Starkov, N., Wright, D., Yarba, J.

    “…Geant4 provides a number of models for hadronic interactions and they are valid for certain types of beam particles over certain energy region. These models…”
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    Conference Proceeding
  7. 7

    Best-possible bounds on sets of bivariate distribution functions by Nelsen, Roger B, Molina, José Juan Quesada, Lallena, José Antonio Rodrı́guez, Flores, Manuel Úbeda

    Published in Journal of multivariate analysis (01-08-2004)
    “…The fundamental best-possible bounds inequality for bivariate distribution functions with given margins is the Fréchet–Hoeffding inequality: If H denotes the…”
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    Journal Article
  8. 8

    Kendall distribution functions by Nelsen, Roger B., Quesada-Molina, José Juan, Rodrı́guez-Lallena, José Antonio, Úbeda-Flores, Manuel

    Published in Statistics & probability letters (15-11-2003)
    “…If X and Y are continuous random variables with joint distribution function H, then the Kendall distribution function of ( X, Y) is the distribution function…”
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    Journal Article
  9. 9

    Bivariate copulas with cubic sections by Nelsen, R. B., Quesada-Molina, J. J., RodrÍguez-Lallena, J. A.

    Published in Journal of nonparametric statistics (01-01-1997)
    “…In this paper we present a method for construction families of bivariate copulas with cubic cross sections. We study dependence properties, measures of…”
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    Journal Article
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    Distribution functions of copulas: a class of bivariate probability integral transforms by Nelsen, Roger B., Quesada-Molina, José Juan, Rodrı́guez-Lallena, José Antonio, Úbeda-Flores, Manuel

    Published in Statistics & probability letters (01-10-2001)
    “…We discuss a two-dimensional analog of the probability integral transform for bivariate distribution functions H 1 and H 2, i.e., the distribution function of…”
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    Journal Article