Kurtosis analysis of neural diffusion organization

A computational framework is presented for relating the kurtosis tensor for water diffusion in brain to tissue models of brain microstructure. The tissue models are assumed to be comprised of non-exchanging compartments that may be associated with various microstructural spaces separated by cell mem...

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Published inNeuroImage (Orlando, Fla.) Vol. 106; pp. 391 - 403
Main Authors Hui, Edward S., Russell Glenn, G., Helpern, Joseph A., Jensen, Jens H.
Format Journal Article
LanguageEnglish
Published United States Elsevier Inc 01.02.2015
Elsevier Limited
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ISSN1053-8119
1095-9572
1095-9572
DOI10.1016/j.neuroimage.2014.11.015

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Abstract A computational framework is presented for relating the kurtosis tensor for water diffusion in brain to tissue models of brain microstructure. The tissue models are assumed to be comprised of non-exchanging compartments that may be associated with various microstructural spaces separated by cell membranes. Within each compartment the water diffusion is regarded as Gaussian, although the diffusion for the full system would typically be non-Gaussian. The model parameters are determined so as to minimize the Frobenius norm of the difference between the measured kurtosis tensor and the model kurtosis tensor. This framework, referred to as kurtosis analysis of neural diffusion organization (KANDO), may be used to help provide a biophysical interpretation to the information provided by the kurtosis tensor. In addition, KANDO combined with diffusional kurtosis imaging can furnish a practical approach for developing candidate biomarkers for neuropathologies that involve alterations in tissue microstructure. KANDO is illustrated for simple tissue models of white and gray matter using data obtained from healthy human subjects. [Display omitted] •We present a tissue modeling method compatible with diffusional kurtosis imaging.•The method relates the kurtosis tensor to brain microstructure.•The method accommodates a variety of specific brain tissue models.•The method is illustrated for human data and with simulations.
AbstractList A computational framework is presented for relating the kurtosis tensor for water diffusion in brain to tissue models of brain microstructure. The tissue models are assumed to be comprised of non-exchanging compartments that may be associated with various microstructural spaces separated by cell membranes. Within each compartment the water diffusion is regarded as Gaussian, although the diffusion for the full system would typically be non-Gaussian. The model parameters are determined so as to minimize the Frobenius norm of the difference between the measured kurtosis tensor and the model kurtosis tensor. This framework, referred to as kurtosis analysis of neural diffusion organization (KANDO), may be used to help provide a biophysical interpretation to the information provided by the kurtosis tensor. In addition, KANDO combined with diffusional kurtosis imaging can furnish a practical approach for developing candidate biomarkers for neuropathologies that involve alterations in tissue microstructure. KANDO is illustrated for simple tissue models of white and gray matter using data obtained from healthy human subjects.
A computational framework is presented for relating the kurtosis tensor for water diffusion in brain to tissue models of brain microstructure. The tissue models are assumed to be comprised of non-exchanging compartments that may be associated with various microstructural spaces separated by cell membranes. Within each compartment the water diffusion is regarded as Gaussian, although the diffusion for the full system would typically be non-Gaussian. The model parameters are determined so as to minimize the Frobenius norm of the difference between the measured kurtosis tensor and the model kurtosis tensor. This framework, referred to as kurtosis analysis of neural diffusion organization (KANDO), may be used to help provide a biophysical interpretation to the information provided by the kurtosis tensor. In addition, KANDO combined with diffusional kurtosis imaging can furnish a practical approach for developing candidate biomarkers for neuropathologies that involve alterations in tissue microstructure. KANDO is illustrated for simple tissue models of white and gray matter using data obtained from healthy human subjects. [Display omitted] •We present a tissue modeling method compatible with diffusional kurtosis imaging.•The method relates the kurtosis tensor to brain microstructure.•The method accommodates a variety of specific brain tissue models.•The method is illustrated for human data and with simulations.
A computational framework is presented for relating the kurtosis tensor for water diffusion in brain to tissue models of brain microstructure. The tissue models are assumed to be comprised of non-exchanging compartments that may be associated with various microstructural spaces separated by cell membranes. Within each compartment the water diffusion is regarded as Gaussian, although the diffusion for the full system would typically be non-Gaussian. The model parameters are determined so as to minimize the Frobenius norm of the difference between the measured kurtosis tensor and the model kurtosis tensor. This framework, referred to as kurtosis analysis of neural diffusion organization (KANDO), may be used to help provide a biophysical interpretation to the information provided by the kurtosis tensor. In addition, KANDO combined with diffusional kurtosis imaging can furnish a practical approach for developing candidate biomarkers for neuropathologies that involve alterations in tissue microstructure. KANDO is illustrated for simple tissue models of white and gray matter using data obtained from healthy human subjects.A computational framework is presented for relating the kurtosis tensor for water diffusion in brain to tissue models of brain microstructure. The tissue models are assumed to be comprised of non-exchanging compartments that may be associated with various microstructural spaces separated by cell membranes. Within each compartment the water diffusion is regarded as Gaussian, although the diffusion for the full system would typically be non-Gaussian. The model parameters are determined so as to minimize the Frobenius norm of the difference between the measured kurtosis tensor and the model kurtosis tensor. This framework, referred to as kurtosis analysis of neural diffusion organization (KANDO), may be used to help provide a biophysical interpretation to the information provided by the kurtosis tensor. In addition, KANDO combined with diffusional kurtosis imaging can furnish a practical approach for developing candidate biomarkers for neuropathologies that involve alterations in tissue microstructure. KANDO is illustrated for simple tissue models of white and gray matter using data obtained from healthy human subjects.
Author Helpern, Joseph A.
Hui, Edward S.
Jensen, Jens H.
Russell Glenn, G.
AuthorAffiliation c Department of Neurosciences, Medical University of South Carolina, Charleston, SC, USA
b Center for Biomedical Imaging, Medical University of South Carolina, Charleston, SC, USA
d Department of Radiology and Radiological Science, Medical University of South Carolina, Charleston, SC, USA
a Department of Diagnostic Radiology, The University of Hong Kong, Pokfulam, Hong Kong
AuthorAffiliation_xml – name: b Center for Biomedical Imaging, Medical University of South Carolina, Charleston, SC, USA
– name: a Department of Diagnostic Radiology, The University of Hong Kong, Pokfulam, Hong Kong
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  givenname: Edward S.
  surname: Hui
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  email: edward.s.hui@gmail.com
  organization: Department of Diagnostic Radiology, The University of Hong Kong, Pokfulam, Hong Kong
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  givenname: G.
  surname: Russell Glenn
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  givenname: Jens H.
  surname: Jensen
  fullname: Jensen, Jens H.
  email: jense@musc.edu
  organization: Center for Biomedical Imaging, Medical University of South Carolina, Charleston, SC, USA
BackLink https://www.ncbi.nlm.nih.gov/pubmed/25463453$$D View this record in MEDLINE/PubMed
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MRI
Tissue model
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Snippet A computational framework is presented for relating the kurtosis tensor for water diffusion in brain to tissue models of brain microstructure. The tissue...
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StartPage 391
SubjectTerms Adult
Alzheimer's disease
Attention deficit hyperactivity disorder
Autism
Axons - physiology
Brain - anatomy & histology
Brain - physiology
Computer Simulation
Data Interpretation, Statistical
Diffusion
Diffusion Magnetic Resonance Imaging - methods
Diffusion Tensor Imaging - methods
Estimates
Humans
Hyperactivity
Kurtosis
Male
Microstructure
Middle Aged
Models, Neurological
Models, Statistical
MRI
Statistical Distributions
Tissue model
Water - metabolism
White Matter - physiology
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Title Kurtosis analysis of neural diffusion organization
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https://dx.doi.org/10.1016/j.neuroimage.2014.11.015
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