TY - GEN
T1 - Multivariate Spatial Modelling of Tree Species Distribution Using Adaptive Sparse Group Lasso
T2 - 2025 International Conference on Artificial Intelligence, Blockchain, Cloud Computing, and Data Analytics, ICoABCD 2025
AU - Assadiky, Refki
AU - Choiruddin, Achmad
AU - Rahayu, Santi Puteri
N1 - Publisher Copyright:
© 2025 IEEE.
PY - 2025
Y1 - 2025
N2 - Multivariate spatial point patterns have gained significant popularity as technology enables large-scale data collection. This study focuses on modeling tree species distribution in the Barro Colorado Island (BCI) forest plot, considering 9 tree species and 13 environmental covariates. To understand species co-occurrence with their environment and each other, we apply the inhomogeneous multivariate Poisson point process (IMPP) model. The Random Quadrature (RQ) method is used for efficient parameter estimation, aligning with generalized linear models while minimizing redundant computations. Given the high density of covariates, we apply the adaptive sparse group lasso (ASGL) for variable selection, focusing on the most influential environmental variables per species. The model using ASGL shows superior performance, with an AIC value of 158849.6, indicating a better fit compared to the model without ASGL. The study identifies key environmental factors such as elevation, slope, potassium content, phosphorus content, and solar radiation that significantly influence species distribution. Finally, hierarchical clustering identifies three distinct habitat groups based on their estimated environmental responses. The clustering results reveal three distinct habitat groups. These findings offer valuable insights for afforestation and reforestation efforts.
AB - Multivariate spatial point patterns have gained significant popularity as technology enables large-scale data collection. This study focuses on modeling tree species distribution in the Barro Colorado Island (BCI) forest plot, considering 9 tree species and 13 environmental covariates. To understand species co-occurrence with their environment and each other, we apply the inhomogeneous multivariate Poisson point process (IMPP) model. The Random Quadrature (RQ) method is used for efficient parameter estimation, aligning with generalized linear models while minimizing redundant computations. Given the high density of covariates, we apply the adaptive sparse group lasso (ASGL) for variable selection, focusing on the most influential environmental variables per species. The model using ASGL shows superior performance, with an AIC value of 158849.6, indicating a better fit compared to the model without ASGL. The study identifies key environmental factors such as elevation, slope, potassium content, phosphorus content, and solar radiation that significantly influence species distribution. Finally, hierarchical clustering identifies three distinct habitat groups based on their estimated environmental responses. The clustering results reveal three distinct habitat groups. These findings offer valuable insights for afforestation and reforestation efforts.
KW - adaptive sparse group lasso
KW - forest
KW - multivariate point pattern
KW - random quadrature
UR - https://www.scopus.com/pages/publications/105037655006
U2 - 10.1109/ICoABCD67551.2025.11470765
DO - 10.1109/ICoABCD67551.2025.11470765
M3 - Conference contribution
AN - SCOPUS:105037655006
T3 - 2025 International Conference on Artificial Intelligence, Blockchain, Cloud Computing, and Data Analytics, ICoABCD 2025
BT - 2025 International Conference on Artificial Intelligence, Blockchain, Cloud Computing, and Data Analytics, ICoABCD 2025
PB - Institute of Electrical and Electronics Engineers Inc.
Y2 - 1 December 2025 through 2 December 2025
ER -