Search Results for author: Moise Blanchard

Found 6 papers, 0 papers with code

Gradient Descent is Pareto-Optimal in the Oracle Complexity and Memory Tradeoff for Feasibility Problems

no code implementations10 Apr 2024 Moise Blanchard

In this paper we provide oracle complexity lower bounds for finding a point in a given set using a memory-constrained algorithm that has access to a separation oracle.

Adversarial Rewards in Universal Learning for Contextual Bandits

no code implementations14 Feb 2023 Moise Blanchard, Steve Hanneke, Patrick Jaillet

We show that optimistic universal learning for contextual bandits with adversarial rewards is impossible in general, contrary to all previously studied settings in online learning -- including standard supervised learning.

Multi-Armed Bandits

Contextual Bandits and Optimistically Universal Learning

no code implementations31 Dec 2022 Moise Blanchard, Steve Hanneke, Patrick Jaillet

Lastly, we consider the case of added continuity assumptions on rewards and show that these lead to universal consistency for significantly larger classes of data-generating processes.

Multi-Armed Bandits

Universal Online Learning with Unbounded Losses: Memory Is All You Need

no code implementations21 Jan 2022 Moise Blanchard, Romain Cosson, Steve Hanneke

We resolve an open problem of Hanneke on the subject of universally consistent online learning with non-i. i. d.

Learning Theory Memorization

Shallow and Deep Networks are Near-Optimal Approximators of Korobov Functions

no code implementations ICLR 2022 Moise Blanchard, Mohammed Amine Bennouna

In this paper, we analyze the number of neurons and training parameters that a neural network needs to approximate multivariate functions of bounded second mixed derivatives --- Korobov functions.

The Representation Power of Neural Networks: Breaking the Curse of Dimensionality

no code implementations10 Dec 2020 Moise Blanchard, M. Amine Bennouna

In this paper, we analyze the number of neurons and training parameters that a neural networks needs to approximate multivariate functions of bounded second mixed derivatives -- Korobov functions.

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