Armin Schwartzman, Ph.D.
Affiliations: | 2006 | Stanford University, Palo Alto, CA |
Area:
Statistics, NeuroimagingGoogle:
"Armin Schwartzman"Mean distance: 42746.4
Parents
Sign in to add mentor| Jonathan E. Taylor | grad student | 2006 | Stanford | |
| (Random ellipsoids and false discovery rates: Statistics for diffusion tensor imaging data.) | ||||
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Publications
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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 |
| Bowring A, Telschow F, Schwartzman A, et al. (2019) Spatial confidence sets for raw effect size images. Neuroimage. 116187 |
| Schwartzman A, Telschow F. (2019) Peak p-values and false discovery rate inference in neuroimaging. Neuroimage |
| Pranav P, Adler RJ, Buchert T, et al. (2019) Unexpected topology of the temperature fluctuations in the cosmic microwave background Astronomy & Astrophysics. 627: A163 |
| Duque JC, Buzzelli A, Fantaye Y, et al. (2019) Point source detection and false discovery rate control on CMB maps Astronomy and Computing. 28: 100310 |
| Cheng D, Schwartzman A. (2018) Expected Number and Height Distribution of Critical Points of Smooth Isotropic Gaussian Random Fields. Bernoulli : Official Journal of the Bernoulli Society For Mathematical Statistics and Probability. 24: 3422-3446 |
| Sommerfeld M, Sain S, Schwartzman A. (2018) Confidence regions for spatial excursion sets from repeated random field observations, with an application to climate. Journal of the American Statistical Association. 113: 1327-1340 |
| Li M, Schwartzman A. (2018) Standardization of multivariate Gaussian mixture models and background adjustment of PET images in brain oncology The Annals of Applied Statistics. 12: 2197-2227 |
| Cheng D, Schwartzman A. (2017) MULTIPLE TESTING OF LOCAL MAXIMA FOR DETECTION OF PEAKS IN RANDOM FIELDS. Annals of Statistics. 45: 529-556 |
| Kachouie NN, Lin X, Schwartzman A. (2017) FDR control of detected regions by multiscale matched filtering. Communications in Statistics: Simulation and Computation. 46: 127-144 |