activity
20152025
most citedDeep Learning Estimation of Modified Zernike Coefficients and Recovery of Point Spread Functions in Turbulence

31 citations · 57 across the 6 of their papers we have counts for

collaborators

6 papers

eess.SP2025

Unifying Common Signal Analyses with Instantaneous Time-Frequency Atoms

Steven Sandoval, Phillip L. De Leon

In previous work, we presented a general framework for instantaneous time-frequency analysis but did not provide any specific details of how to compute a particular instantaneous s…

eess.IV2023★ 8 cited

Estimation of motion blur kernel parameters using regression convolutional neural networks

Luis G. Varela, Laura E. Boucheron, Steven Sandoval +2

Many deblurring and blur kernel estimation methods use a maximum a posteriori (MAP) approach or deep learning-based classification techniques to sharpen an image and/or predict the…

eess.IV2023★ 31 cited

Deep Learning Estimation of Modified Zernike Coefficients and Recovery of Point Spread Functions in Turbulence

Abu Bucker Siddik, Steven Sandoval, David Voelz +2

Recovering the turbulence-degraded point spread function from a single intensity image is important for a variety of imaging applications. Here, a deep learning model based on a co…

eess.SP2021

WIDEFT: A Corpus of Radio Frequency Signals for Wireless Device Fingerprint Research

Abu Bucker Siddik, Dawson Drake, Thomas Wilkinson +3

Wireless network security may be improved by identifying networked devices via traits that are tied to hardware differences, typically related to unique variations introduced in th…

math.CV2015★ 18 cited

Theory of the Hilbert Spectrum

Steven Sandoval, Phillip L. De Leon

This paper is a contribution to the old problem of representing a signal in the coordinates of time and frequency. As the starting point, we abandon Gabor's complex extension and r…

math.CV2015

Latent Signal Analysis and the Analytic Signal

Steven Sandoval, Phillip L. De Leon

In this paper we present the latent signal analysis problem as a recasting of the complex extension problem. Almost universally, the approach has been to use the Hilbert Transform…