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D. Wise, R. Mores, J. Pajda-De La O, M. McCary. Pattern of seasonal variation in rates of predation between spider families is temporally stable in a food web with widespread intraguild predation. PLoS ONE (volume 18, issue 10, 2023), e0293176.
A.S. Hedayat and J. Pajda-De La O. Median-Unbiasedness and the Gauss-Markov Property in Finite Population Survey Sampling. Sankhya A (volume 83, issue 2, 2021), pp 696-713.
N. Bielinski, J. Pajda-De La O, A. Gorniak, D. Wise. Improving Automated Detection of Frog Calls in Noisy Urban Habitats Using Narrow-Banded Recognizers. Herpetological Conservation and Biology (volume 15, issue 1, 2020), pp 1-15.
A.S. Hedayat, H. Cheng, and J. Pajda-De La O. Existence of unbiased estimation for the minimum, maximum, and median in finite population sampling. Statistics and Probability Letters, (volume 153, 2019), pp 192-195.
C. Ouyang and J. Pajda-De La O. On the Law of the Iterated Logarithm for Brownian Motion on Compact Manifolds. Science China Mathematics, (volume 62, issue 8, 2019), pp 1511-1518.
J. Pajda-De La O, P. Singh, and J. Scheibe. Persistence of a Swamp Rabbit Metapopulation: The Incidence Function Model Approach. International Journal of Ecology and Development, (volume 25, issue 2, 2013) pp 1-20.
IISA 2021 Virtual Conference.
"Median-Unbiasedness in Finite Population Survey Sampling."
University of Illinois at Chicago, May 20, 2021
Statistics and Data Science Seminar.
"Unbiased Estimation and Median-Unbiasedness in Finite Population Survey Sampling."
University of Illinois at Chicago, November 13, 2019
Undergraduate Colloquium.
"Survey Sampling."
Loyola University Chicago, March 27, 2019
MAA Illinois Section Meeting.
Illinois College, April 8, 2016
Colloquium.
"Another Look at the Law of Iterated Logarithms for Brownian Motion on Compact Manifolds."
Roosevelt University, October 30, 2015
MAA Indiana Section Meeting.
"Electric Networks: An Introduction to One Application of Random Walks."
Purdue North Central, October 17, 2015.
Summer School on Stochastic Analysis and Geometry.
"Brownian Motion on Manifolds, II."
University of Illinois at Chicago, August 30, 2014.
Statistics Seminar.
"Persistence of a Swamp Rabbit Metapopulation: The Incidence Function Model Approach."
University of Illinois at Chicago, February 29, 2012.
Client Meeting.
"Catastrophe Analysis."
September 2010, September 2011.
MAA Missouri Section Meeting.
"Statistical Analysis of Metapopulation Data."
Truman State University, April 18, 2009.