activity
20162022
most citedLaplacian Change Point Detection for Dynamic Graphs

56 citations · 72 across the 8 of their papers we have counts for

collaborators

21 papers

cs.LG2022

Spectral Regularization: an Inductive Bias for Sequence Modeling

Kaiwen Hou, Guillaume Rabusseau

Various forms of regularization in learning tasks strive for different notions of simplicity. This paper presents a spectral regularization technique, which attaches a unique induc…

cs.LG20211 cited

Extracting Weighted Automata for Approximate Minimization in Language Modelling

Clara Lacroce, Prakash Panangaden, Guillaume Rabusseau

In this paper we study the approximate minimization problem for language modelling. We assume we are given some language model as a black box. The objective is to obtain a weighted…

cs.LG20213 cited

Lower and Upper Bounds on the VC-Dimension of Tensor Network Models

Behnoush Khavari, Guillaume Rabusseau

Tensor network methods have been a key ingredient of advances in condensed matter physics and have recently sparked interest in the machine learning community for their ability to…

cs.FL2021

Optimal Spectral-Norm Approximate Minimization of Weighted Finite Automata

Borja Balle, Clara Lacroce, Prakash Panangaden +2

We address the approximate minimization problem for weighted finite automata (WFAs) with weights in , over a one-letter alphabet: to compute the best possible approxima…

cs.LG2021

Assessing the Impact: Does an Improvement to a Revenue Management System Lead to an Improved Revenue?

Greta Laage, Emma Frejinger, Andrea Lodi +1

Airlines and other industries have been making use of sophisticated Revenue Management Systems to maximize revenue for decades. While improving the different components of these sy…

cs.LG2020

Quantum Tensor Networks, Stochastic Processes, and Weighted Automata

Siddarth Srinivasan, Sandesh Adhikary, Jacob Miller +2

Modeling joint probability distributions over sequences has been studied from many perspectives. The physics community developed matrix product states, a tensor-train decomposition…