Volodymyr Minin, Ph.D.
Affiliations: | 2007 | University of California, Los Angeles, Los Angeles, CA |
Area:
Biostatistics Biology, GeneticsGoogle:
"Volodymyr Minin"Parents
Sign in to add mentor| Marc A. Suchard | grad student | 2007 | UCLA | |
| (Exploring evolutionary heterogeneity with change -point models, Gaussian Markov random fields, and Markov chain induced counting processes.) | ||||
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Publications
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| Magee AF, Höhna S, Vasylyeva TI, et al. (2020) Locally adaptive Bayesian birth-death model successfully detects slow and rapid rate shifts. Plos Computational Biology. 16: e1007999 |
| Karcher MD, Carvalho LM, Suchard MA, et al. (2020) Estimating effective population size changes from preferentially sampled genetic sequences. Plos Computational Biology. 16: e1007774 |
| Faulkner JR, Magee AF, Shapiro B, et al. (2020) Rejoinder for discussion on "Horseshoe-based Bayesian nonparametric estimation of effective population size trajectories". Biometrics |
| Faulkner JR, Magee AF, Shapiro B, et al. (2020) Horseshoe-based bayesian nonparametric estimation of effective population size trajectories. Biometrics |
| Fourment M, Magee AF, Whidden C, et al. (2019) 19 dubious ways to compute the marginal likelihood of a phylogenetic tree topology. Systematic Biology |
| Oaks JR, Cobb KA, Minin VN, et al. (2019) Marginal likelihoods in phylogenetics: a review of methods and applications. Systematic Biology |
| Xu J, Koelle S, Guttorp P, et al. (2019) Statistical inference for partially observed branching processes with application to cell lineage tracking of in vivo hematopoiesis The Annals of Applied Statistics. 13: 2091-2119 |
| Faulkner JR, Minin VN. (2018) Locally Adaptive Smoothing with Markov Random Fields and Shrinkage Priors. Bayesian Analysis. 13: 225-252 |
| Fintzi J, Cui X, Wakefield J, et al. (2017) Efficient Data Augmentation for Fitting Stochastic Epidemic Models to Prevalence Data. Journal of Computational and Graphical Statistics : a Joint Publication of American Statistical Association, Institute of Mathematical Statistics, Interface Foundation of North America. 26: 918-929 |
| Ho LST, Xu J, Crawford FW, et al. (2017) Birth/birth-death processes and their computable transition probabilities with biological applications. Journal of Mathematical Biology |