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20162025
most citedStable Phase Retrieval from Locally Stable and Conditionally Connected Measurements

5 citations · 15 across the 12 of their papers we have counts for

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6 papers · 1 filter

cs.IT2022

Graph Fourier transforms on directed product graphs

Cheng Cheng, Yang Chen, Jeon Yu Lee +1

Graph Fourier transform (GFT) is one of the fundamental tools in graph signal processing to decompose graph signals into different frequency components and to represent graph signa…

cs.IT2020

Preconditioned Gradient Descent Algorithm for Inverse Filtering on Spatially Distributed Networks

Cheng Cheng, Nazar Emirov, Qiyu Sun

Graph filters and their inverses have been widely used in denoising, smoothing, sampling, interpolating and learning. Implementation of an inverse filtering procedure on spatially…

cs.IT20205 cited

Stable Phase Retrieval from Locally Stable and Conditionally Connected Measurements

Cheng Cheng, Ingrid Daubechies, Nadav Dym +1

This paper is concerned with stable phase retrieval for a family of phase retrieval models we name "locally stable and conditionally connected" (LSCC) measurement schemes. For ever…

cs.IT20183 cited

Stable Phaseless Sampling and Reconstruction of Real-Valued Signals with Finite Rate of Innovations

Cheng Cheng, Qiyu Sun

A spatial signal is defined by its evaluations on the whole domain. In this paper, we consider stable reconstruction of real-valued signals with finite rate of innovations (FRI), u…

cs.IT20172 cited

Nonsubsampled Graph Filter Banks and Distributed Implementation

Junzheng Jiang, Cheng Cheng, Qiyu Sun

In this paper, we consider nonsubsampled graph filter banks (NSGFBs) to process data on a graph in a distributed manner. Given an analysis filter bank with small bandwidth, we prop…

cs.IT2016

Phase Retrieval of Real-Valued Signals in a Shift-Invariant Space

Yang Chen, Cheng Cheng, Qiyu Sun +1

Phase retrieval arises in various fields of science and engineering and it is well studied in a finite-dimensional setting. In this paper, we consider an infinite-dimensional phase…