'Subject variance' presentation slideshows

2 nd Level GLM

2 nd Level GLM. Emily Falk , Ph.D. (De-noise). Realign. Slice Timing Correct. Smooth. Predictors. Acquire Functionals. Y. X. y = X ? + ?. Template. 1 st level (Subject) GLM. Determine Scanning Parameters. ?. ? how - ? why. Co-Register. Normalize. Acquire Structurals (T1).

1.36k views • 118 slides

Multi session analysis using FEAT

828 views • 49 slides

Hierarchical Models and Variance Components

Hierarchical Models and Variance Components. Will Penny. Wellcome Department of Imaging Neuroscience, University College London, UK. SPM Course, London, May 2003. Outline. Random Effects Analysis Summary statistic approach (t-tests @ 2 nd level) General Framework

512 views • 39 slides

Givenness and the dative alternation in Danish

391 views • 22 slides

Evolving Science in Bioavailability and Bioequivalence

Evolving Science in Bioavailability and Bioequivalence. Jim Wei, MD, PhD x.wei@medpace.com. ACPU, Cincinnati, OH, October 18-20, 2010. Agenda. Bioavailability/Bioequivalence Highly variable drugs (HVD) Study Design of Bioequivalence Average BE Replicate BE - Full replicate

628 views • 22 slides

PSYC512: Research Methods Lecture 11

PSYC512: Research Methods Lecture 11. Brian P. Dyre University of Idaho. Lecture 11 Outline. Causation and Experimentation Experimental research designs Reactivity Within vs. between subjects designs Condition ordering Subject assignment More on research design Using 2 or more groups

283 views • 15 slides

Comparison of Repeated Measures and Covariance Analysis for Pretest-Posttest Data

Comparison of Repeated Measures and Covariance Analysis for Pretest-Posttest Data. -By Chunmei Zhou. Introduction. We develop a comparison of repeated measures and covariance analysis for pretest-posttest data.

263 views • 13 slides

Random Effects Analysis

Random Effects Analysis. Will Penny. Wellcome Department of Imaging Neuroscience, University College London, UK. SPM Course, London, May 2004. ^. ^. ^. ^. ^. ? 11. ? 12. ?. ? 1. ? 2. ^. ^. ^. ^. ? ? 2. ? ? 12. ? ? 1. ? ? 11. Summary Statistic Approach.

223 views • 10 slides

Random Effects Analysis

Random Effects Analysis. Will Penny. Wellcome Department of Imaging Neuroscience, University College London, UK. SPM Course, London, May 2004. ^. ^. ^. ^. ^. ? 11. ? 12. ?. ? 1. ? 2. ^. ^. ^. ^. ? ? 2. ? ? 12. ? ? 1. ? ? 11. Summary Statistic Approach.

109 views • 10 slides

72 views • 7 slides