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20062025
most citedThe Surprising Benefits of Hysteresis in Unlimited Sampling: Theory, Algorithms and Experiments

59 citations · 80 across the 21 of their papers we have counts for

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Showing 2021Show all

8 papers · 1 filter

cs.IT2021★ 59 cited

The Surprising Benefits of Hysteresis in Unlimited Sampling: Theory, Algorithms and Experiments

Dorian Florescu, Felix Krahmer, Ayush Bhandari

The Unlimited Sensing Framework (USF) was recently introduced to overcome the sensor saturation bottleneck in conventional digital acquisition systems. At its core, the USF allows…

cs.DS2021

Johnson-Lindenstrauss Embeddings with Kronecker Structure

Stefan Bamberger, Felix Krahmer, Rachel Ward

We prove the Johnson-Lindenstrauss property for matrices where has the restricted isometry property and is a diagonal matrix containing the entries of a Kronecker…

math.PR2021

The Hanson-Wright Inequality for Random Tensors

Stefan Bamberger, Felix Krahmer, Rachel Ward

We provide moment bounds for expressions of the type where denotes the Kronecker pro…

cs.IT2021

Proof methods for robust low-rank matrix recovery

Tim Fuchs, David Gross, Peter Jung +3

Low-rank matrix recovery problems arise naturally as mathematical formulations of various inverse problems, such as matrix completion, blind deconvolution, and phase retrieval. Ove…

cs.CC2021

Sketching with Kerdock's crayons: Fast sparsifying transforms for arbitrary linear maps

Tim Fuchs, David Gross, Felix Krahmer +2

Given an arbitrary matrix , we consider the fundamental problem of computing for any such that is -sparse. While fast al…

cs.IT2021

Unlimited Sampling from Theory to Practice: Fourier-Prony Recovery and Prototype ADC

Ayush Bhandari, Felix Krahmer, Thomas Poskitt

Following the Unlimited Sampling strategy to alleviate the omnipresent dynamic range barrier, we study the problem of recovering a bandlimited signal from point-wise modulo samples…