Search Results for author: Anindita Maiti

Found 6 papers, 3 papers with code

Bayesian RG Flow in Neural Network Field Theories

no code implementations27 May 2024 Jessica N. Howard, Marc S. Klinger, Anindita Maiti, Alexander G. Stapleton

In this paper, we unify NNFT and BRG to form a powerful new framework for exploring the space of NNs and SFTs, which we coin BRG-NNFT.

Asymptotic theory of in-context learning by linear attention

1 code implementation20 May 2024 Yue M. Lu, Mary I. Letey, Jacob A. Zavatone-Veth, Anindita Maiti, Cengiz Pehlevan

Transformers have a remarkable ability to learn and execute tasks based on examples provided within the input itself, without explicit prior training.

In-Context Learning Memorization

Wilsonian Renormalization of Neural Network Gaussian Processes

no code implementations9 May 2024 Jessica N. Howard, Ro Jefferson, Anindita Maiti, Zohar Ringel

We systematically integrate out the unlearnable modes of the GP kernel, thereby obtaining an RG flow of the Gaussian Process in which the data plays the role of the energy scale.

Gaussian Processes

Neural Network Field Theories: Non-Gaussianity, Actions, and Locality

no code implementations6 Jul 2023 Mehmet Demirtas, James Halverson, Anindita Maiti, Matthew D. Schwartz, Keegan Stoner

Conversely, the correspondence allows one to engineer architectures realizing a given field theory by representing action deformations as deformations of neural network parameter densities.

Symmetry-via-Duality: Invariant Neural Network Densities from Parameter-Space Correlators

1 code implementation1 Jun 2021 Anindita Maiti, Keegan Stoner, James Halverson

We demonstrate that symmetries of network densities may be determined via dual computations of network correlation functions, even when the density is unknown and the network is not equivariant.

Neural Networks and Quantum Field Theory

1 code implementation19 Aug 2020 James Halverson, Anindita Maiti, Keegan Stoner

We propose a theoretical understanding of neural networks in terms of Wilsonian effective field theory.

Gaussian Processes valid

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