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HHCART: An Oblique Decision Tree

HHCART: An Oblique Decision Tree

14 April 2015
D. C. Wickramarachchi
B. Robertson
M. Reale
C. Price
Jennifer Brown
ArXiv (abs)PDFHTML

Papers citing "HHCART: An Oblique Decision Tree"

11 / 11 papers shown
Even Faster Hyperbolic Random Forests: A Beltrami-Klein Wrapper Approach
Even Faster Hyperbolic Random Forests: A Beltrami-Klein Wrapper Approach
Philippe Chlenski
I. Pe’er
268
1
0
04 Jun 2025
A novel gradient-based method for decision trees optimizing arbitrary differential loss functions
A novel gradient-based method for decision trees optimizing arbitrary differential loss functions
A. Konstantinov
Lev V. Utkin
298
0
0
22 Mar 2025
Proper decision trees: An axiomatic framework for solving optimal decision tree problems with arbitrary splitting rules
Proper decision trees: An axiomatic framework for solving optimal decision tree problems with arbitrary splitting rules
Xi He
Max A. Little
320
2
0
03 Mar 2025
FoLDTree: A ULDA-Based Decision Tree Framework for Efficient Oblique Splits and Feature Selection
FoLDTree: A ULDA-Based Decision Tree Framework for Efficient Oblique Splits and Feature Selection
Siyu Wang
Kehui Yao
114
0
0
30 Oct 2024
Multiple Instance Learning with Trainable Decision Tree Ensembles
Multiple Instance Learning with Trainable Decision Tree Ensembles
A. Konstantinov
Lev V. Utkin
221
0
0
13 Feb 2023
OF-AE: Oblique Forest AutoEncoders
OF-AE: Oblique Forest AutoEncodersArtificial Intelligence Applications and Innovations (AIAI), 2023
C. Alecsa
189
0
0
02 Jan 2023
Margin Optimal Classification Trees
Margin Optimal Classification TreesComputers & Operations Research (COR), 2022
Federico DÓnofrio
G. Grani
Marta Monaci
L. Palagi
618
16
0
19 Oct 2022
Mixed integer linear optimization formulations for learning optimal
  binary classification trees
Mixed integer linear optimization formulations for learning optimal binary classification trees
B. Alston
Hamidreza Validi
Illya V. Hicks
233
3
0
10 Jun 2022
A Scalable MIP-based Method for Learning Optimal Multivariate Decision
  Trees
A Scalable MIP-based Method for Learning Optimal Multivariate Decision Trees
Haoran Zhu
Pavankumar Murali
Dzung Phan
Lam M. Nguyen
Jayant Kalagnanam
311
43
0
06 Nov 2020
Convex Polytope Trees
Convex Polytope Trees
Mohammadreza Armandpour
Mingyuan Zhou
223
1
0
21 Oct 2020
Oblique Decision Trees from Derivatives of ReLU Networks
Oblique Decision Trees from Derivatives of ReLU NetworksInternational Conference on Learning Representations (ICLR), 2019
Guang-He Lee
Tommi Jaakkola
141
25
0
30 Sep 2019
1
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