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20242026
most citedInfinite-dimensional Mahalanobis Distance with Applications to Kernelized Novelty Detection

1 citations · 1 across the 6 of their papers we have counts for

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7 papers

stat.ML2026

Affine-invariant Cubic Newton with Weak Learners

Nikita Zozoulenko, Daniel Falkowski, Thomas Cass +1

Modern gradient boosting algorithms are based on Newton's method, which excels empirically but lacks global convergence guarantees. While recent work on Gradient-Regularized Newton…

cs.LG2026

Generating Financial Time Series by Matching Random Convolutional Features

Konrad J. Mueller, Nikita Zozoulenko, Ben Wood +2

Generating realistic financial time series is challenging as training data is often limited to a single historical path. With such scarce data, overfitting is hard to avoid, especi…

stat.ML2026

Gradient Regularized Newton Boosting Trees with Global Convergence

Nikita Zozoulenko, Daniel Falkowski, Thomas Cass +1

Gradient Boosting Decision Trees (GBDTs) dominate tabular machine learning, with modern implementations like XGBoost, LightGBM, and CatBoost being based on Newton boosting: a secon…

math.NA2025

Numerical Schemes for Signature Kernels

Thomas Cass, Francesco Piatti, Jeffrey Pei

Signature kernels have emerged as a powerful tool within kernel methods for sequential data. In the paper "The Signature Kernel is the solution of a Goursat PDE", the authors ident…

stat.ML2025

Random Feature Representation Boosting

Nikita Zozoulenko, Thomas Cass, Lukas Gonon

We introduce Random Feature Representation Boosting (RFRBoost), a novel method for constructing deep residual random feature neural networks (RFNNs) using boosting theory. RFRBoost…

stat.ML2024★ 1 cited

Infinite-dimensional Mahalanobis Distance with Applications to Kernelized Novelty Detection

Nikita Zozoulenko, Thomas Cass, Lukas Gonon

The Mahalanobis distance is a classical tool used to measure the covariance-adjusted distance between points in . In this work, we extend the concept of Mahalanobis distanc…

cs.LG2024

Lecture notes on rough paths and applications to machine learning

Thomas Cass, Cristopher Salvi

These notes expound the recent use of the signature transform and rough path theory in data science and machine learning. We develop the core theory of the signature from first pri…