A network aggregation model for amyloid-$$\beta $$ dynamics and treatment of Alzheimer’s diseases at the brain scale

Neurodegenerative diseases are associated with the assembly of specific proteins into oligomers and fibrillar aggregates. At the brain scale, these protein assemblies can diffuse through the brain and seed other regions, creating an autocatalytic protein progression. The growth and transport of these assemblies depend on various mechanisms that can be targeted therapeutically. Here, we use spatially-extended nucleation-aggregation-fragmentation models for the dynamics of prion-like neurodegenerative protein-spreading in the brain to study the effect of different drugs on whole-brain Alzheimer's disease progression.

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Publication Details

Journal
Journal of Mathematical Biology
Published
2025-02-01
DOI
https://doi.org/10.1007/s00285-024-02179-5
Citations
6
Primary Topic
Alzheimer's disease research and treatments
Type
article
Field-Weighted Citation Impact
6.99

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article

A network aggregation model for amyloid-$$\beta $$ dynamics and treatment of Alzheimer’s diseases at the brain scale

Alain Goriely, Georgia S. Brennan
6 citations
Journal of Mathematical Biology
Alzheimer's disease research and treatments
6.99
article

A network aggregation model for amyloid-$$\beta $$ dynamics and treatment of Alzheimer’s diseases at the brain scale

Alain Goriely, Georgia S. Brennan
article en
6 citations

Abstract

Neurodegenerative diseases are associated with the assembly of specific proteins into oligomers and fibrillar aggregates. At the brain scale, these protein assemblies can diffuse through the brain and seed other regions, creating an autocatalytic protein progression. The growth and transport of these assemblies depend on various mechanisms that can be targeted therapeutically. Here, we use spatially-extended nucleation-aggregation-fragmentation models for the dynamics of prion-like neurodegenerative protein-spreading in the brain to study the effect of different drugs on whole-brain Alzheimer's disease progression.

Journal of Mathematical BiologyVol. 90(2)
University of Oxford (GB), Mathematical Institute of the Slovak Academy of Sciences (SK)
Engineering and Physical Sciences Research Council
Openalex Percentile: Top 3%
Alzheimer's disease research and treatments
6.99
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