collaborators

11 papers

cs.RO2026

Adaptation of Generalist Robot Policies with Minimal Data

Shreyas Kowshik, Sreyas Venkataraman, Leo Wang +3

A central goal in robot learning is to move beyond task-specific human data collection toward robots that improve through autonomous interaction. Yet fully autonomous learning rema…

math.PR2026

Finite free perpetuities

Julia Le Bihan, Bartosz Kołodziejek

We introduce and study finite free perpetuities, defined as monic polynomial solutions of degree to the affine fixed-point equation \[ p(z) = \mathbb{E}\!\left[ A^{n}\,p\!\left…

math.PR2026

On the empirical spectral distribution of matrix perpetuities

Bartosz Kołodziejek, Kamil Szpojankowski

We study matrix perpetuities, that is, solutions to affine fixed-point equations of the form \[ \mathbf{X} \stackrel{d}{=} \mathbf{A}\,\mathbf{X} \,\mathbf{A}^\top+\mathbf{B},\qqua…

math.PR2026

Probability laws associated to the independence preserving quadrirational Yang-Baxter maps -- the ultimate case

Bartosz Kołodziejek, Gérard Letac, Mauro Piccioni +1

A map is said to be independence preserving (IP) if there exists a pair of independent random variables v…

math.ST2026

Identifying Network Hubs with the Partial Correlation Graphical LASSO

Małgorzata Bogdan, Adam Chojecki, Ivan Hejný +2

Graphical LASSO (GLASSO) is a widely used method for estimating sparse precision matrices and learning undirected graphical models in high-dimensional settings. Because GLASSO pena…

math.ST2026

A new class of colored Gaussian graphical models with explicit normalizing constants

Adam Chojecki, Piotr Graczyk, Hideyuki Ishi +1

We study Bayesian model selection in colored Gaussian graphical models (CGGMs), which combine sparsity of conditional independencies with symmetry constraints encoded by vertex- an…