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20152022
most citedStochastic Neighbor Embedding separates well-separated clusters

15 citations · 45 across the 31 of their papers we have counts for

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7 papers · 1 filter

math.PR2022

Guessing cards with complete feedback

Andrea Ottolini, Stefan Steinerberger

We consider the following game that has been used as a way of testing claims of extrasensory perception (ESP). One is given a deck of cards comprised of distinct types eac…

math.PR2020

On a Kantorovich-Rubinstein inequality

Stefan Steinerberger

An easy consequence of Kantorovich-Rubinstein duality is the following: if is Lipschitz and , then $…

math.PR2020

Free Convolution Powers via Roots of Polynomials

Stefan Steinerberger

Let be a compactly supported probability measure on the real line. Bercovici-Voiculescu and Nica-Speicher proved the existence of a free convolution power for…

math.PR2020

A Semicircle Law for Derivatives of Random Polynomials

Jeremy G. Hoskins, Stefan Steinerberger

Let be independent and identically distributed random variables with mean zero, unit variance, and finite moments of all remaining orders. We study the random…

math.PR2020

Spectral Clustering Revisited: Information Hidden in the Fiedler Vector

Adela DePavia, Stefan Steinerberger

We are interested in the clustering problem on graphs: it is known that if there are two underlying clusters, then the signs of the eigenvector corresponding to the second largest…

math.PR2018

On Zeroes of Random Polynomials and Applications to Unwinding

Stefan Steinerberger, Hau-tieng Wu

Let be a probability measure in with a continuous and compactly supported density function, let be independent random variables, , an…