Likelihood Cross-Validation Versus Least Squares Cross-Validation for Choosing the Smoothing Parameter in Kernel Home-Range Analysis

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Correcting Home-Range Models for Observation Bias (2007, methodology): “The second is parametric home-range models in which researchers estimate parameters using maximum likelihood, such as the 2-mode bivariate normal mix (Don and Rennolls 1983, Horne and Garton 2006a) and the bivariate exponential power (Horne and Garton 2006a).”
Analyzing animal movements using Brownian bridges. (2007, methodology): “This allowed for investigation of relatively fine-scale movement and selection patterns and allowed us to use only the paired locations of a known highway crossing.”
Effects of Point Pattern Shape on Home-Range Estimates (2008, unknown): “Despite these shortcomings, MCP is still used as a home-range estimator (e.g., Barg et al. 2005, Jurczyszyn 2006), largely because it is simple to construct and was touted as comparable among studies (Harris et al. 1990).”
Home range overlap, matrilineal and biparental kinship drive female associations in bottlenose dolphins (2010, background): “There is still much dispute concerning how best to measure home ranges (Seaman et al. 1999; Calenge 2006; Horne & Garton 2006; Row & Blouin-Demers 2006).”