Stochastic geometry to generalize the Mondrian Process

v1v2v3 (latest)

Stochastic geometry to generalize the Mondrian Process

3 February 2020

ArXiv (abs)PDF HTML

Papers citing "Stochastic geometry to generalize the Mondrian Process"

8 / 8 papers shown

Title
The Star Geometry of Critic-Based Regularizer Learning Oscar Leong Eliza O'Reilly Yong Sheng Soh AAML 106 0 0 29 Aug 2024
TrIM: Transformed Iterative Mondrian Forests for Gradient-based Dimension Reduction and High-Dimensional Regression Ricardo Baptista Eliza O'Reilly Yangxinyu Xie 94 2 0 13 Jul 2024
Statistical Advantages of Oblique Randomized Decision Trees and Forests Eliza O'Reilly 43 2 0 02 Jul 2024
Inference with Mondrian Random Forests M. D. Cattaneo Jason M. Klusowski W. Underwood 154 8 0 15 Oct 2023
Minimax Rates for High-Dimensional Random Tessellation Forests Eliza O'Reilly N. Tran 56 4 0 22 Sep 2021
Smoothing and adaptation of shifted Pólya Tree ensembles Thibault Randrianarisoa 48 3 0 23 Oct 2020
Online Binary Space Partitioning Forests Xuhui Fan Bin Li Scott A. Sisson 38 8 0 29 Feb 2020
Bayesian Nonparametric Space Partitions: A Survey Xuhui Fan Bin Li Ling Luo Scott A. Sisson 138 14 0 26 Feb 2020