activity
20122026
most citedSample complexity of partition identification using multi-armed bandits

11 citations · 49 across the 26 of their papers we have counts for

collaborators

28 papers

stat.ML2026

A Splitting Method for SDE Terminal-Law Estimation

Rushil Gupta, Sandeep Juneja

In many settings involving stochastic differential equations (SDEs), including diffusion based generative AI, our aim is to accurately generate samples from a distribution. Typical…

physics.ao-ph2026

Steering Diffusion Priors with Sparse Observations for High-Resolution Temperature Downscaling

Anirudh Avireddy, Manmeet Singh, Shivanshi Singh +4

Local heatwave hazard depends on fine-scale air temperature, but ground stations are sparse and reanalysis products such as ERA5 cannot resolve the terrain and land-surface contras…

physics.ao-ph2026

GraphCast Skill and Systematic Biases in Indian Summer Monsoon Forecasts: Evaluation Against ERA5 and IMERG

Somnath Luitel, Parthasarathi Mukhopadhyay, Manmeet Singh +2

The Indian Summer Monsoon (ISM) is one of the most dynamically complex components of the global climate system, yet its accurate prediction remains challenging for both physics-bas…

cs.LG2026

AdaWeather: Adaptively Mixing Probabilistic Weather Forecasts with Logarithmic Regret

Saptarishi Dhanuka, Sarvesh Iyer, Manmeet Singh +5

Recent advances in machine learning have produced probabilistic weather forecasting models comparable to state-of-the-art numerical weather predictors. But no model consistently do…

cs.LG2026

AirCast-SR: A Foundation Model for Kilometer-Scale Atmospheric Super-Resolution via Latent Consistency Diffusion

Somnath Luitel, Manmeet Singh, Joshua Durkee +11

Operational weather prediction at kilometer scales remains computationally prohibitive for traditional numerical weather prediction (NWP) models, limiting forecast access for appli…

math.ST2025

Asymptotic optimality theory of confidence intervals of the mean

Vikas Deep, Achal Bassamboo, Sandeep Juneja

We address the classical problem of constructing confidence intervals (CIs) for the mean of a distribution, given \(N\) i.i.d. samples, such that the CI contains the true mean with…