Simultaneous Estimation of Population Receptive Field and Hemodynamic Parameters from Single Point BOLD Responses using Metropolis-Hastings Sampling

We introduce a new approach to Bayesian Population Receptive Field model estimation using Markov Chain Monte Carlo sampling for simultaneous estimation of receptive field and hemodynamic parameters. To obtain high performance on commonly accessible hardware we present a novel heuristic consisting of...

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Main Authors Stanislaw Ryszard Adaszewski, Slater, David, Melie-Garcia, Lester, Draganski, Bogdan, Bogorodzki, Piotr
Format Paper
LanguageEnglish
Published Cold Spring Harbor Cold Spring Harbor Laboratory Press 14.12.2017
Cold Spring Harbor Laboratory
Edition1.1
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ISSN2692-8205
2692-8205
DOI10.1101/233619

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Abstract We introduce a new approach to Bayesian Population Receptive Field model estimation using Markov Chain Monte Carlo sampling for simultaneous estimation of receptive field and hemodynamic parameters. To obtain high performance on commonly accessible hardware we present a novel heuristic consisting of interpolation between precomputed responses for predetermined stimuli and a large cross section of receptive field parameters. We investigate the validity of the proposed approach with respect to convergence, tuning and biases. We compare different combinations of receptive field (Compressive Spatial Summation, Dumoulin-Wandell) and hemodynamic (5-parameter and 3-parameter Balloon-Windkessel) models within our framework with and without the usage of the new heuristic. We evaluate estimation consistency and log probability across models. We perform as well a comparison of one model with and without lookup table within the RStan framework using its No-U-Turn Sampler. We present accelerated computation of whole-region-of-interest parameters for one subject. Finally, we discuss risks and limitations associated with the usage of the new heuristic as well as the means of resolving them. We found that the new algorithm is a valid sampling approach to joint receptive field/hemodynamic parameter estimation and that it exhibits very high performance.
AbstractList We introduce a new approach to Bayesian Population Receptive Field model estimation using Markov Chain Monte Carlo sampling for simultaneous estimation of receptive field and hemodynamic parameters. To obtain high performance on commonly accessible hardware we present a novel heuristic consisting of interpolation between precomputed responses for predetermined stimuli and a large cross section of receptive field parameters. We investigate the validity of the proposed approach with respect to convergence, tuning and biases. We compare different combinations of receptive field (Compressive Spatial Summation, Dumoulin-Wandell) and hemodynamic (5-parameter and 3-parameter Balloon-Windkessel) models within our framework with and without the usage of the new heuristic. We evaluate estimation consistency and log probability across models. We perform as well a comparison of one model with and without lookup table within the RStan framework using its No-U-Turn Sampler. We present accelerated computation of whole-region-of-interest parameters for one subject. Finally, we discuss risks and limitations associated with the usage of the new heuristic as well as the means of resolving them. We found that the new algorithm is a valid sampling approach to joint receptive field/hemodynamic parameter estimation and that it exhibits very high performance.
We introduce a new approach to Bayesian pRF model estimation using Markov Chain Monte Carlo (MCMC) sampling for simultaneous estimation of pRF and hemodynamic parameters. To obtain high performance on commonly accessible hardware we present a novel heuristic consisting of interpolation between precomputed responses for predetermined stimuli and a large cross-section of receptive field parameters. We investigate the validity of the proposed approach with respect to MCMC convergence, tuning and biases. We compare different combinations of pRF - Compressive Spatial Summation (CSS), Dumoulin-Wandell (DW) and hemodynamic (5-parameter and 3-parameter Balloon-Windkessel) models within our framework with and without the usage of the new heuristic. We evaluate estimation consistency and log probability across models. We perform as well a comparison of one model with and without lookup table within the RStan framework using its No-U-Turn Sampler. We present accelerated computation of whole-ROI parameters for one subject. Finally, we discuss risks and limitations associated with the usage of the new heuristic as well as the means of resolving them. We found that the new algorithm is a valid sampling approach to joint pRF/hemodynamic parameter estimation and that it exhibits very high performance.
Author Stanislaw Ryszard Adaszewski
Melie-Garcia, Lester
Slater, David
Draganski, Bogdan
Bogorodzki, Piotr
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Copyright 2017. Notwithstanding the ProQuest Terms and conditions, you may use this content in accordance with the associated terms available at https://www.biorxiv.org/content/early/2017/12/14/233619
2017, Posted by Cold Spring Harbor Laboratory
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Keywords Bayesian estimation
Markov Chain Monte Carlo
Balloon-Windkessel hemodynamic model
Metropolis-Hastings
population receptive field
posterior sampling
Language English
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  ident: 233619v1.11
  article-title: Population receptive field estimates in human visual cortex
  publication-title: Neuroimage
  doi: 10.1016/j.neuroimage.2007.09.034
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Snippet We introduce a new approach to Bayesian Population Receptive Field model estimation using Markov Chain Monte Carlo sampling for simultaneous estimation of...
We introduce a new approach to Bayesian pRF model estimation using Markov Chain Monte Carlo (MCMC) sampling for simultaneous estimation of pRF and hemodynamic...
SourceID biorxiv
proquest
SourceType Open Access Repository
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SubjectTerms Bayesian analysis
Heuristic
Mathematical models
Monte Carlo simulation
Neuroscience
Parameter estimation
Receptive field
Sampling
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Title Simultaneous Estimation of Population Receptive Field and Hemodynamic Parameters from Single Point BOLD Responses using Metropolis-Hastings Sampling
URI https://www.proquest.com/docview/2071133673
https://www.biorxiv.org/content/10.1101/233619
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