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Random fields of multivariate test statistics, with applications to
  shape analysis

Random fields of multivariate test statistics, with applications to shape analysis

12 March 2008
J. Taylor
K. Worsley
ArXiv (abs)PDFHTML

Papers citing "Random fields of multivariate test statistics, with applications to shape analysis"

10 / 10 papers shown
Informative Goodness-of-Fit for Multivariate Distributions
Informative Goodness-of-Fit for Multivariate DistributionsElectronic Journal of Statistics (EJS), 2020
S. Algeri
303
4
0
01 Sep 2020
Confidence Tubes for Curves on SO(3) and Identification of
  Subject-Specific Gait Change after Kneeling
Confidence Tubes for Curves on SO(3) and Identification of Subject-Specific Gait Change after Kneeling
F. Telschow
M. Pierrynowski
S. Huckemann
125
2
0
14 Sep 2019
Testing One Hypothesis Multiple Times: The Multidimensional Case
Testing One Hypothesis Multiple Times: The Multidimensional CaseJournal of Computational And Graphical Statistics (JCGS), 2018
S. Algeri
D. V. van Dyk
226
10
0
10 Mar 2018
Accelerating Permutation Testing in Voxel-wise Analysis through Subspace
  Tracking: A new plugin for SnPM
Accelerating Permutation Testing in Voxel-wise Analysis through Subspace Tracking: A new plugin for SnPM
Felipe Gutierrez-Barragan
V. Ithapu
Chris Hinrichs
Camille Maumet
Sterling C. Johnson
Thomas E. Nichols
Vikas Singh
the ADNI
116
5
0
04 Mar 2017
The geometry of least squares in the 21st century
The geometry of least squares in the 21st century
Jonathan E. Taylor
280
8
0
30 Sep 2013
The Topology of Probability Distributions on Manifolds
The Topology of Probability Distributions on Manifolds
O. Bobrowski
S. Mukherjee
474
60
0
03 Jul 2013
A Cramér moderate deviation theorem for Hotelling's $T^2$-statistic
  with applications to global tests
A Cramér moderate deviation theorem for Hotelling's T2T^2T2-statistic with applications to global tests
Weidong Liu
Q. Shao
207
24
0
08 Apr 2013
Detecting sparse cone alternatives for Gaussian random fields, with an
  application to fMRI
Detecting sparse cone alternatives for Gaussian random fields, with an application to fMRI
Jonathan E. Taylor
K. Worsley
107
5
0
16 Jul 2012
Some Asymptotic Results of Gaussian Random Fields with Varying Mean
  Functions and the Associated Processes
Some Asymptotic Results of Gaussian Random Fields with Varying Mean Functions and the Associated Processes
Jingcheng Liu
Gongjun Xu
273
24
0
10 Apr 2011
Tilted Euler characteristic densities for Central Limit random fields,
  with application to "bubbles"
Tilted Euler characteristic densities for Central Limit random fields, with application to "bubbles"
N. Chamandy
K. Worsley
J. Taylor
F. Gosselin
251
5
0
05 Nov 2008
1
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