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20152026
most citedStochastic Neighbor Embedding separates well-separated clusters

15 citations · 55 across the 62 of their papers we have counts for

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Showing 2021Show all

18 papers · 1 filter

math.OC2021

Fundamental component enhancement via adaptive nonlinear activation functions

Stefan Steinerberger, Hau-Tieng Wu

In many real world oscillatory signals, the fundamental component of a signal might be weak or does not exist. This makes it difficult to estimate the instantaneous frequenc…

math.SP2021

Quantum Entanglement and the Growth of Laplacian Eigenfunctions

Stefan Steinerberger

We study the growth of Laplacian eigenfunctions on compact manifolds . Hörmander proved sharp polynomial bounds on which are attai…

math.CA2021★ 2 cited

A variational principle for Gaussian lattice sums

Laurent Bétermin, Markus Faulhuber, Stefan Steinerberger

We consider a two-dimensional analogue of Jacobi theta functions and prove that, among all lattices with fixed density, the minimal value is maximized by th…

math.AP2021★ 1 cited

Effective Bounds for the Decay of Schrödinger Eigenfunctions and Agmon bubbles

Stefan Steinerberger

We study solutions of on . Such solutions localize in the `allowed' region and decay exponentially i…

math.FA2021

Eigenvector Phase Retrieval: Recovering eigenvectors from the absolute value of their entries

Stefan Steinerberger, Hau-Tieng Wu

We consider the eigenvalue problem where and the eigenvalue is also real . If we are given , and, additionally, th…

math.SP2021

A common variable minimax theorem for graphs

Ronald R. Coifman, Nicholas F. Marshall, Stefan Steinerberger

Let be a collection of graphs defined on a common set of vertices but with different edge sets .…