Listado de publicaciones
I. Ba, F. Cuevas-Pacheco, J.-F. Coeurjolly (2023). Pairwise interaction function estimation of Gibbs point processes using basis expansion
Annals of Statistics, 51, 3, 1134-1158. Link
F. Cuevas-Pacheco, J.-F. Coeurjolly, MH. Descary (2022). Fast estimation of a convolution type model for the intensity of spatial point processes
Spatial Statistics, 43, Article number 100651. Available at arXiv:2012.09659 Link
Alegría, A., Cuevas, F., Porcu, E., Diggle, P. (2021). The $\mathcal{F}$-family of covariance functions: a Matérn analogue for modeling random fields on spheres
Spatial Statistics, 43, Article number 100512. Available at arXiv:2101.05394 Link
A. Alegría, F. Cuevas-Pacheco (2020). Modeling and Approximation of Axially Symmetric Gaussian Processes on Spheres Through Karhunen-Loéve Expansions.
Stochastic Environmental Research and Risk Assessment, 34, 1953 – 1965. Available at arXiv:2007.01961 Link
A. Choiruddin, J.-F. Coeurjolly, F. Cuevas-Pacheco and R. Waagepetersen (2020). Regularized estimation for highly multivariate log Gaussian Cox processes.
Statistics and Computing. appeared online. Available at arXiv:1905.01455 Link
Coeurjolly, J.F., Cuevas, F. and Waagepetersen, R. (2019). Second-order variational equations for spatial point processes with a view to pair correlation function estimation.
Spatial Statistics, 30, 103-115. Available at arXiv:1901.04744 Link
J. Møller, H.S. Christensen, F. Cuevas-Pacheco and A.D. Christoffersen. (2018) Structured space-sphere point processes and K-functions.
Methodology and Computing in Applied Probability, 23, 569–591. Available at arXiv:1812.08986 Link
Cuevas, F., Porcu, E., Allard, D. (2018). Fast and exact simulation of Gaussian random fields defined on the sphere cross time.
Statistics and Computing, appeared online. Available at arXiv:1807.04145 Link
Cuevas, F., Møller, J. (2018). Log Gaussian Cox processes on the sphere.
Spatial Statistics, 26, 69-82. Available at arXiv: 1803.03051. Link
Cuevas, F., Porcu, E., Bevilacqua, M. (2016). Contours and Dimples for the Gneiting class of Space-Time Covariance Functions.
Biometrika 104, 995-1001. DOI: 10.1093/biomet/asx048. Link
Osorio, F., Vallejos, R., Cuevas, F. SpatialPack: Computing the Association Between Two Spatial Processes.
Available at arXiv:1611.05289. Link
Cuevas, F., Porcu, E., Vallejos, R. (2013). Study of spatial relationships between two sets of variables: A nonparametric approach.
Journal of Nonparametric Statistics 25, 695-714. Link
