Jonathan E. Taylor

Stanford University, Palo Alto, CA 
Statistics, Neuroimaging
"Jonathan Taylor"
Mean distance: 38651.3
Cross-listing: MathTree


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Robert Joseph Adler grad student 2001 McGill
 (Euler characteristics for Gaussian fields on manifolds.)
Keith Worsley grad student 2001 McGill
 (Euler characteristics for Gaussian fields on manifolds.)


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Armin Schwartzman grad student 2006 Stanford
Logan Grosenick grad student 2005-2008 Stanford
Ryan Tibshirani grad student 2007-2011 Stanford (MathTree)
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Schwartzman A, Dougherty RF, Taylor JE. (2022) Group Comparison of Eigenvalues and Eigenvectors of Diffusion Tensors. Journal of the American Statistical Association. 105: 588-599
Bi N, Markovic J, Xia L, et al. (2020) Inferactive data analysis Scandinavian Journal of Statistics. 47: 212-249
Panigrahi S, Taylor J, Vadlamani S. (2019) Kinematic formula for heterogeneous Gaussian related fields Stochastic Processes and Their Applications. 129: 2437-2465
Taylor J, Tibshirani R. (2018) Post-Selection Inference for -Penalized Likelihood Models. The Canadian Journal of Statistics = Revue Canadienne De Statistique. 46: 41-61
Tian X, Loftus JR, Taylor JE. (2018) Selective inference with unknown variance via the square-root LASSO Biometrika. 105: 755-768
Bobrowski O, Mukherjee S, Taylor JE. (2017) Topological consistency via kernel estimation Bernoulli. 23: 288-328
Krishnan SR, Taylor JE, Adler RJ. (2017) The Intrinsic geometry of some random manifolds Electronic Communications in Probability. 22
Naul B, Taylor J. (2017) Sparse Steinian Covariance Estimation Journal of Computational and Graphical Statistics. 26: 355-366
Reid S, Taylor J, Tibshirani R. (2017) A General Framework for Estimation and Inference From Clusters of Features Journal of the American Statistical Association. 113: 280-293
Adler RJ, Krishnan SR, Taylor JE, et al. (2017) Convergence of the reach for a sequence of Gaussian-embedded manifolds Probability Theory and Related Fields. 171: 1045-1091
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