Jay A Farrell
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Explore the profile of Jay A Farrell including associated specialties, affiliations and a list of published articles.
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Articles
8
Citations
23
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Recent Articles
1.
Uwineza J, Farrell J
Sensors (Basel)
. 2023 Jul;
23(10).
PMID: 37430861
This article provides a comprehensive analysis of the impact of the increasing number of measurements and the possible increase in the number of faults in multi-constellation Global Navigation Satellite System...
2.
Kamal A, Bappy J, Farrell J, Roy-Chowdhury A
IEEE Trans Pattern Anal Mach Intell
. 2015 Oct;
38(7):1397-410.
PMID: 26441444
Distributed algorithms have recently gained immense popularity. With regards to computer vision applications, distributed multi-target tracking in a camera network is a fundamental problem. The goal is for all cameras...
3.
Dong W, Zhao Y, Chen Y, Farrell J
IEEE Trans Neural Netw Learn Syst
. 2014 May;
23(2):223-35.
PMID: 24808502
This paper considers tracking control for single-input, single-output nonaffine dynamic systems. A performance-dependent self-organizing approximation-based approach is proposed. The designer specifies a positive tracking error criterion. The self-organizing approximation-based controller...
4.
Ding C, Song B, Morye A, Farrell J, Roy-Chowdhury A
IEEE Trans Image Process
. 2012 Mar;
21(7):3282-95.
PMID: 22374359
The performance of dynamic scene algorithms often suffers because of the inability to effectively acquire features on the targets, particularly when they are distributed over a wide field of view....
5.
Song B, Kamal A, Soto C, Ding C, Farrell J, Roy-Chowdhury A
IEEE Trans Image Process
. 2010 Jun;
19(10):2564-79.
PMID: 20550994
Camera networks are being deployed for various applications like security and surveillance, disaster response and environmental modeling. However, there is little automated processing of the data. Moreover, most methods for...
6.
Zhao Y, Farrell J
IEEE Trans Neural Netw
. 2007 Aug;
18(4):1220-31.
PMID: 17668673
Adaptive approximation-based control typically uses approximators with a predefined set of basis functions. Recently, spatially dependent methods have defined self-organizing approximators where new locally supported basis elements were incorporated when...
7.
Pang S, Farrell J
IEEE Trans Syst Man Cybern B Cybern
. 2006 Oct;
36(5):1068-80.
PMID: 17036813
This paper addresses the problem of estimating a likelihood map for the location of the source of a chemical plume using an autonomous vehicle as a sensor probe in a...
8.
Nakanishi J, Farrell J, Schaal S
Neural Netw
. 2005 Jan;
18(1):71-90.
PMID: 15649663
This paper introduces a probably stable learning adaptive control framework with statistical learning. The proposed algorithm employs nonlinear function approximation with automatic growth of the learning network according to the...