PEER-REVIEWED JOURNAL ARTICLES:
Cahoy DO. Some skew-symmetric distributions which include the bimodal ones, Submitted.
Cahoy DO, Polito F. Renewal processes based on generalized Mittag-Leffler waiting times, Under Review.
Cahoy DO, Polito F. Parameter estimation for fractional birth and fractional death processes, Under Second Review.
Chen W, Cahoy DO, Tasker JG, Chiu AWL. (2012). Kernel duration and modulation gain in coupled oscillator model and their implications on the progress of seizures. Network: Computation in Neural Systems, In print. (The original publication is available at informahealthcare.com.) [link] [pdf]
Cahoy DO. (2012). Estimation of Mittag-Leffler parameters. Communications in Statistics-Simulation and Computation, In print. (The original publication is available at tandfonline.com.) [link] [pdf]
Cahoy DO. (2012). Estimation and simulation for the M-Wright function. Communications in Statistics-Theory and Methods, 41(8), 1466-1477. (The original publication is available at tandfonline.com.) [link] [pdf]
Cahoy DO
, Polito F. (2012). On a fractional binomial process. Journal of Statistical Physics, 146(3), 646-662. (The original publication is available at springerlink.com.) [link] [pdf]Cahoy DO, Polito F. (2012). Simulation and estimation for the fractional Yule process. Methodology and Computing in Applied Probability, 14(2), 383-403. (The original publication is available at springerlink.com.)
[link] [pdf]Cahoy DO. (2011). Moment estimators for the two-parameter M-Wright distribution. Computational Statistics, DOI:10.1007/s00180-011-0269-x. (The original publication is available at springerlink.com.) [link] [pdf]
Cahoy DO. (2011). On the parameterization of the M-Wright function. Far East Journal of Theoretical Statistics, 34(2), 155-164. [link]
Cahoy DO. (2011). An estimation procedure for the Linnik distribution. Statistical Papers, DOI:10.1007/s00362-011-0367-4. (The original publication is available at springerlink.com.) [link] [pdf]
Cahoy DO.
(2010).
A bootstrap test for equality of variances. Computational Statistics
& Data Analysis, 54(10), 2306-2316.
(The original publication is available at elsevier.com.)
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link]
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Cahoy DO, Uchaikin VV, Woyczynski WA. (2010). Parameter estimation for fractional Poisson processes. Journal of Statistical Planning and Inference, 140(11), 3106-3120. (The original publication is available at elsevier.com.) [link] [pdf]
Uchaikin VV, Cahoy DO, Sibatov RT. (2008). Fractional Processes: From Poisson to branching one. International Journal of Bifurcation and Chaos, 18(9), 2717-2725. [link]
Publications in Google Scholar...
PAPERS IN PROGRESS:
Teske B, DiCarlo M, Cahoy DO, Influential library factors affecting retention and graduation rates. To be submitted.
Diaz I, Allouche E, Cahoy DO, Predicting the properties of fly ash-based geopolymer concrete. To be submitted.
REFEREED PROCEEDINGS/ABSTRACTS/POSTERS:
Teske B, DiCarlo M, Cahoy DO, (2012) Libraries and student persistence at Southern universities and colleges. Louisiana Library Association Annual Conference, Shreveport, LA.
Chen W, Cahoy DO, Bankard D, Tasker JG, Chiu AWL. (2011). The relationship between oscillator model parameters and experimental magnesium concentration in rat hippocampal seizure networks: A preliminary spike train analysis. Biomedical Engineering Society Annual Meeting, Hartford, CT.
Cahoy DO, Crump K, Dua S, (2009). Exploratory data mining and data requirements to support ToxCast goals. US EPA, Research Triangle Park, NC.
Cahoy DO, Phoha VV, (2007). Fitting a Mittag-Leffler type distribution to TCP packet inter-arrival times on select nodes. Joint Proceedings of Center for Secure CyberSpace (CSC) Workshop and Third International Conference on Innovations and Real-Time Applications of Distributed Sensor Netwroks (DSN) Symposium, Shreveport, LA.
GRANT/S:
LA BoR RCS, Statistical methods for fractional birth-death processes, 2011-2014, $117,683, role: PI
STUDENTS:
Hollin Vicedomini, PhD (in progress)
Vidya Alagiriswamy, MSc (in progress)
Mingjin Yao, MSc (graduated in 2011)
RESEARCH ASSISTANTSHIP:
An assistantship is available for a qualified PhD student. Email your credentials if interested.