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20212026
most citedDifferential Privacy Over Riemannian Manifolds

2 citations · 2 across the 5 of their papers we have counts for

collaborators

6 papers

stat.ML2026

How Low Can You Go: Fine-Tuning LLMs with Bayesian Optimization (LlMBO)

Aditya Kulkarni, Davide Sartor, Carlos Soto +1

Recently, Morris et al. introduced TinyLoRA, a strategy for LLM fine-tuning which introduces arbitrarily few parameters, and demonstrated accuracy improvements using less than …

math.ST2026

Intrinsic Riemannian Cross-covariance for Manifold-valued Random Objects

Carlos Soto, Cheng Wang, Yujing Huang +1

Covariance estimation yields a fundamental second-order statistic underlying representation learning, dimension reduction, and dependence modeling. While covariance has been well u…

stat.ML2025

Rao Differential Privacy

Carlos Soto

Differential privacy (DP) has recently emerged as a definition of privacy to release private estimates. DP calibrates noise to be on the order of an individuals contribution. Due t…

stat.ML2025

Differentially Private Geodesic Regression

Aditya Kulkarni, Carlos Soto

In statistical applications it has become increasingly common to encounter data structures that live on non-linear spaces such as manifolds. Classical linear regression, one of the…

cs.CR2024

Gaussian Differentially Private Human Faces Under a Face Radial Curve Representation

Carlos Soto, Matthew Reimherr, Aleksandra Slavkovic +1

In this paper we consider the problem of releasing a Gaussian Differentially Private (GDP) 3D human face. The human face is a complex structure with many features and inherently ti…

math.ST2021★ 2 cited

Differential Privacy Over Riemannian Manifolds

Matthew Reimherr, Karthik Bharath, Carlos Soto

In this work we consider the problem of releasing a differentially private statistical summary that resides on a Riemannian manifold. We present an extension of the Laplace or K-no…