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Areas of Interest

Machine Learning
Multi Species Distribution Models
Bayesian Hierarchical Models
Machine Learning
Multi Species Distribution Models
Bayesian Hierarchical Models
Movement Ecology
Machine Learning
Multi Species Distribution Models
Bayesian Hierarchical Models
Movement Ecology
Spatial Processes

My research focuses on applying machine learning techniques to build more robust and mechanistic models of the global-scale patterns of biodiversity and species distributions. I am also interested in birth-death processes for population dynamics, niche modeling with animal movement data, and point-process models for metacommunity analysis. In general, I’m interested in developing models that unify ecological processes across individual and species/community scales, account for additional biases and confounding processes, and provide actionable insights for conservation practitioners and managers. Before coming to Yale, I completed my PhD in computer science at the University of Massachusetts, Amherst, where my research focused on novel demography models for populations of unmarked individuals and a corresponding suite of statistical inference methods for distributions with countably infinite support.

Hobbies

Woodworking, backpacking, scuba diving, video/board gaming, photography, gardening, pyrography


Beery S, E Cole, J Parker, P Perona, K Winner. 2021. Species Distribution Modeling for Machine Learning Practitioners: A Review. ACM SIGCAS Conference on Computing and Sustainable Societies. https://doi.org/10.1145/3460112.3471966

Winner K, MJ Noonan, CH Fleming, KA Olson, T Mueller, D Sheldon, JM Calabrese. 2018. Statistical inference for home range overlap. Methods in Ecology and Evolutionary Biology. https://doi.org/10.1111/2041-210X.13027 (pdf)

Winner K, D Sujono, D Sheldon. 2017. Exact Inference for Integer Latent-Variable Models. Proceedings of Machine Learning Research. Available from https://proceedings.mlr.press/v70/winner17a.html.

Winner K, D Sheldon. 2016. Probabilistic Inference with Generating Functions forPoisson Latent Variable Models. Advances in Neural Information Processing Systems. (pdf).