February 2024
Optimal Transport for Structure Learning Under Missing Data
Vo, V., Le, T., Zhao, H., Bonilla, E., & Phung, D.
February 2024
Learning Directed Graphical Models with Optimal Transport
Vo, V., Le, T., Vuong, L., Zhao, H., Bonilla, E., & Phung, D.
July 2023
Diversity-Aware Agnostic Ensemble of Sharpness Minimizers
Bui A., Vo, V., Pham T., Phung, D. & Le, T.,
June 2023
Optimal Transport for Causal Discovery
This is a summary of the paper Optimal Transport For Causal Discovery (Tu et al., 2022).
May 2023
Feature-based Learning for Diverse and Privacy-Preserving Counterfactual Explanations
Vo, V., Le, T., Nguyen, V., Zhao, H., Bonilla, E., Haffari, G., & Phung, D.
Proceedings of the 29th ACM SIGKDD Conference on Knowledge Discovery and Data Mining, 2023.
Best Student Research Paper Award
January 2023
An Additive Instance-Wise Approach to Multi-class Model Interpretation
Vo, V., Nguyen, V., Le, T., Tran, Q. H., Haffari, G., Camtepe, S., & Phung, D.
Proceedings of the 11th International Conference on Learning Representations, 2023.
April 2022
Explainable Spatio-Temporal Forecasting with Shape Functions
Cao, X., Vo, V., Chu, T., Qian, G., & Gong, M. D.
January 2022
Unsupervised Sentence Simplification via Dependency Parsing
Vo, V., Wang, W., & Buntine, W.
September 2021
Causal Data Science: A Beginner Guide
A Handbook on Applying Causal Inference in Business (In progress).
August 2021
Inside an Artifical Brain
I explain the intuition behind important building blocks of an artificial brain that are fundamental to human cognition.
July 2021
Generalized Score Functions for Causal Discovery
This is a summary of the paper Generalized Score Functions for Causal Discovery (Huang et al., 2018).
June 2021
Introduction to Causal Thinking
If correlation is not causation, then what is?
May 2021
How Machines Are Taught
Leaving those mathematical fuzz aside, I am urged to take one step away from the mainstream and rethink how machines learn.
April 2021
Assumptions of Linear Models
I explain the assumptions underlying Linear Regression, an old-school machine learning model but widely used today.