Natesh S. Pillai

Natesh S. Pillai

Harvard University

H-index: 31

North America-United States

About Natesh S. Pillai

Natesh S. Pillai, With an exceptional h-index of 31 and a recent h-index of 26 (since 2020), a distinguished researcher at Harvard University, specializes in the field of High Dimensional Estimation, Algorithms, Markov Chains, Stochastic Differential Equations, Applied Probabilty.

His recent articles reflect a diverse array of research interests and contributions to the field:

Towards understanding the dynamics of Gaussian-stein variational gradient descent

Fast and memory-optimal dimension reduction using Kac’s walk

Rate-optimal refinement strategies for local approximation MCMC

Weak separation in mixture models and implications for principal stratification

Optimal scaling for the Proximal Langevin Algorithm in high dimensions

A Bayesian Gaussian Process for Estimating a Causal Exposure Response Curve in Environmental Epidemiology

Late 19th century navigational uncertainties and their influence on sea surface temperature estimates

Simple conditions for metastability of continuous Markov chains

Natesh S. Pillai Information

University

Position

___

Citations(all)

4152

Citations(since 2020)

2248

Cited By

2964

hIndex(all)

31

hIndex(since 2020)

26

i10Index(all)

53

i10Index(since 2020)

41

Email

University Profile Page

Harvard University

Google Scholar

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Natesh S. Pillai Skills & Research Interests

High Dimensional Estimation

Algorithms

Markov Chains

Stochastic Differential Equations

Applied Probabilty

Top articles of Natesh S. Pillai

Title

Journal

Author(s)

Publication Date

Towards understanding the dynamics of Gaussian-stein variational gradient descent

Advances in Neural Information Processing Systems

Tianle Liu

Promit Ghosal

Krishnakumar Balasubramanian

Natesh Pillai

2024/2/13

Fast and memory-optimal dimension reduction using Kac’s walk

The Annals of Applied Probability

Vishesh Jain

Natesh S Pillai

Ashwin Sah

Mehtaab Sawhney

Aaron Smith

2022/10

Rate-optimal refinement strategies for local approximation MCMC

Statistics and Computing

Andrew D Davis

Youssef Marzouk

Aaron Smith

Natesh Pillai

2022/8

Weak separation in mixture models and implications for principal stratification

Nhat Ho

Avi Feller

Evan Greif

Luke Miratrix

Natesh Pillai

2022/5/3

Optimal scaling for the Proximal Langevin Algorithm in high dimensions

arXiv preprint arXiv:2204.10793

Natesh S Pillai

2022/4/21

A Bayesian Gaussian Process for Estimating a Causal Exposure Response Curve in Environmental Epidemiology

arXiv preprint arXiv:2105.03454

Boyu Ren

Xiao Wu

Danielle Braun

Natesh Pillai

Francesca Dominici

2021/5/7

Late 19th century navigational uncertainties and their influence on sea surface temperature estimates

Chenguang Dai

Duo Chan

Peter Huybers

Natesh Pillai

2021/3

Simple conditions for metastability of continuous Markov chains

Journal of Applied Probability

Oren Mangoubi

Natesh Pillai

Aaron Smith

2021/3

Universality and least singular values of random matrix products: A simplified approach

Bernoulli

Rohit Chaudhuri

Vishesh Jain

Natesh S Pillai

2021/11

Designs for estimating the treatment effect in networks with interference

Annals of Statistics

Ravi Jagadeesan

Natesh S Pillai

Alexander Volfovsky

2020/4/1

Diagnosing missing always at random in multivariate data

Biometrika

Iavor I Bojinov

Natesh S Pillai

Donald B Rubin

2020/3/1

Combined influence of soil moisture and atmospheric evaporative demand is important for accurately predicting US maize yields

Iscience

Kang Jiang

Zhihua Pan

Feifei Pan

Adriaan J Teuling

Guolin Han

...

2023/6/16

No free lunch for approximate MCMC

arXiv preprint arXiv:2010.12514

James E Johndrow

Natesh S Pillai

Aaron Smith

2020/10/23

Optimal scaling of the MALA algorithm with irreversible proposals for Gaussian targets

Stochastics and Partial Differential Equations: Analysis and Computations

Michela Ottobre

Natesh S Pillai

Konstantinos Spiliopoulos

2020/6

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