Study the galaxy distribution characterisation via {Bayesian} statistical learning of spatial marked point processes.
Nathan Gillot and Radu Stefan Stoica and Didier Gemmerle. ( 2023 )
in: 2023 {RING} meeting, pages 8, ASGA
Abstract
Marked point process and Bayesian inference are powerful tools for analysing spatial data. Here the work done by Hurtado Gil et al. (2021) is analysed and a new in-homogeneous with superposed interaction is proposed. The results indicate a correct fit of the model and allow the study of the significance of the parameter at the corresponding pre-fixed interaction ranges. To this work in progress, immediate conclusions and perspectives are outlined.
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BibTeX Reference
@inproceedings{gillot_study_RM2023,
abstract = {Marked point process and Bayesian inference are powerful tools for analysing spatial data. Here the work done by Hurtado Gil et al. (2021) is analysed and a new in-homogeneous with superposed interaction is proposed. The results indicate a correct fit of the model and allow the study of the significance of the parameter at the corresponding pre-fixed interaction ranges. To this work in progress, immediate conclusions and perspectives are outlined.},
author = {Gillot, Nathan and Stoica, Radu Stefan and Gemmerle, Didier},
booktitle = {2023 {RING} meeting},
language = {en},
pages = {8},
publisher = {ASGA},
title = {Study the galaxy distribution characterisation via {Bayesian} statistical learning of spatial marked point processes.},
year = {2023}
}
