Emilio Porcu

Email     email
Phone     (56 32) 2654811
Office     F 246 (Casa Central, Valparaiso)
Research area     Spatial Statistics
Personal page        
  1. Porcu E, Allard D, Senoussi R. Anisotropy Models for spatial data. Mathematical Geosciences 2016;48(3):305-328. [Bibtex]
  2. Porcu E, Velandia D, Gaetan C, Bevilacqua M. Covariance tapering for multivariate Gaussian random fields estimation.. Statistical Methods & Applications 2016;25:21-37. [Bibtex]
  3. Porcu E, Fasso. Latent variables and space-time models for environmental problems. Stochastic Environmental Research Risk Assessment 2015;(29):323-327. [Bibtex]
  4. Porcu E, Ostoja-starzewski M, Shen L. Elastic rods and shear beams with random field properties under random field loads: fractal and Hurst effects,” AS. ASCE Journal of Engineering Mechanics 2015;To appear. [Bibtex]
  5. Porcu E, Federico C, Moreno B. Combining Euclidean and composite likelihood for binary spatial data estimation. Stochastic Env. Res. Risk Assessment 2015;29:335-346. [Bibtex]
  6. Porcu E, Ruiz Medina M. D. Equivalence of Gaussian Measures for Multivariate Gaussian random fields.. Stochastic Env. Res. Risk Assessment 2015;29:325-334. [Bibtex]
  7. Porcu E, Alonso-Malaver C, Giraldo E. M. Multivariate and Multiradial Schoenberg Measures with their Dimension Walk. J. of Multivariate Analysis 2015;133:251-265. [Bibtex]
  8. Porcu E, Daley D. J, Bevilacqua M. Classes of compactly supported covariance functions for multivariate random fields.. Stochastic Env. Res. Risk Assessment 2015;29(4):1249-1263. [Bibtex]
  9. Porcu E, Salazar E, Giraldo E. M. Spatial Prediction for Infinite-Dimensional Compositional Data.. Stochastic Env. Res. Risk Assessment 2015;29(7):1737-1749. [Bibtex]
  10. Porcu E, Bevilacqua M, Hering A. S. On the flexibility of multivariate covariance models.. Statistical Science 2015;30(1):165-169. [Bibtex]
  11. Porcu E, Ostoja-Starzewski M, Shen L. Harmonic oscillator driven by random processes having fractal and Hurst effects.. Acta Mechanica 2015;226(11):3653-3672. [Bibtex]
  12. Khosravi M, Leiva V, Jamalizadeh M, Porcu E. On a nonlinear Birnbaum–Saunders model based on a bivariate construction and its characteristics.. Communications in Statistics, Theory and Methods 2014;In Press. [Bibtex]
  13. Lopez F, Porcu E. Extensions of object oriented data analysis. Biometrical Journal 2014;56(5). [Bibtex]
  14. Guillot G, Schilling R, Porcu E, Bevilacqua M. Valid covariance models for the analysis of geographical genetic variation.. Methods in Ecology and Evolution 2014;5(4):329-335. [Bibtex]
  15. Gregory P, Porcu E, Mateu J. Gaussian Random Fields: Escaping from Isotropic, Stationary and non negative covariance functions.. Image analysis and Stereology 2014;33(1):75-81. [Bibtex]
  16. Hristopoulos D, Porcu E. Vector Spartan Spatial Random Field Models. Probabilistic Engineering Mechanics 2014;37(1):84-92. [Bibtex]
  17. Porcu E, Kleiber W. Nonstationary matrix covariances: Compact support, long range dependence and adapted spectra.. Stochastic Environmental Research Risk Assessment 2014;(29). [Bibtex]
  18. Porcu E, Ostoja-starzewski M, Shen L. Bernoulli-Euler beams with random field properties under random field forcings: fractal and Hurst effects,. Arch. Appl. Mech 2014:1595-1626. [Bibtex]
  19. Porcu E, Zastavnyi V. P. Generalized Askey Functions and their walks through dimensions.. Exposithiones Mathematicae 2014;32(2):190–198. [Bibtex]
  20. Cuevas F, Porcu E, Vallejos R. Study of Spatial Relationships Between Two Sets of Variables: A Nonparametric Approach.. Journal of Nonparametric Statistics 2013;25(3):695-714. [Bibtex]
  21. Amo M, López-Fidalgo J, Porcu E. On some stochastic processes whose covariance is a function of the mean, with an application to compartmental models.. Test 2013;22(1):159-181. [Bibtex]
  22. Porcu E, Schilling R. From Schoenberg to Pick-Nevanlinna: towards a complete picture of the variogram class. Bernoulli 2013;(19). [Bibtex]
  23. Porcu E, Daley D. J. Dimension walks through Schoenberg spectral measures.. Proceedings of the American Mathematical Society 2013;142(5):1813-1824. [Bibtex]
[ Back ]
JA slide show