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Prion-like spreading of Alzheimer’s disease within the brain’s connectome

The prion hypothesis states that misfolded proteins can act as infectious agents that template the misfolding and aggregation of healthy proteins to transmit a disease. Increasing evidence suggests that pathological proteins in neurodegenerative diseases adopt prion-like mechanisms and spread across...

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Autores principales: Fornari, Sveva, Schäfer, Amelie, Jucker, Mathias, Goriely, Alain, Kuhl, Ellen
Formato: Online Artículo Texto
Lenguaje:English
Publicado: The Royal Society 2019
Materias:
Acceso en línea:https://www.ncbi.nlm.nih.gov/pmc/articles/PMC6833337/
https://www.ncbi.nlm.nih.gov/pubmed/31615329
http://dx.doi.org/10.1098/rsif.2019.0356
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author Fornari, Sveva
Schäfer, Amelie
Jucker, Mathias
Goriely, Alain
Kuhl, Ellen
author_facet Fornari, Sveva
Schäfer, Amelie
Jucker, Mathias
Goriely, Alain
Kuhl, Ellen
author_sort Fornari, Sveva
collection PubMed
description The prion hypothesis states that misfolded proteins can act as infectious agents that template the misfolding and aggregation of healthy proteins to transmit a disease. Increasing evidence suggests that pathological proteins in neurodegenerative diseases adopt prion-like mechanisms and spread across the brain along anatomically connected networks. Local kinetic models of protein misfolding and global network models of protein spreading provide valuable insight into several aspects of prion-like diseases. Yet, to date, these models have not been combined to simulate how pathological proteins multiply and spread across the human brain. Here, we create an efficient and robust tool to simulate the spreading of misfolded protein using three classes of kinetic models, the Fisher–Kolmogorov model, the Heterodimer model and the Smoluchowski model. We discretize their governing equations using a human brain network model, which we represent as a weighted Laplacian graph generated from 418 brains from the Human Connectome Project. Its nodes represent the anatomic regions of interest and its edges are weighted by the mean fibre number divided by the mean fibre length between any two regions. We demonstrate that our brain network model can predict the histopathological patterns of Alzheimer’s disease and capture the key characteristic features of finite-element brain models at a fraction of their computational cost: simulating the spatio-temporal evolution of aggregate size distributions across the human brain throughout a period of 40 years takes less than 7 s on a standard laptop computer. Our model has the potential to predict biomarker curves, aggregate size distributions, infection times, and the effects of therapeutic strategies including reduced production and increased clearance of misfolded protein.
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spelling pubmed-68333372019-11-13 Prion-like spreading of Alzheimer’s disease within the brain’s connectome Fornari, Sveva Schäfer, Amelie Jucker, Mathias Goriely, Alain Kuhl, Ellen J R Soc Interface Life Sciences–Physics interface The prion hypothesis states that misfolded proteins can act as infectious agents that template the misfolding and aggregation of healthy proteins to transmit a disease. Increasing evidence suggests that pathological proteins in neurodegenerative diseases adopt prion-like mechanisms and spread across the brain along anatomically connected networks. Local kinetic models of protein misfolding and global network models of protein spreading provide valuable insight into several aspects of prion-like diseases. Yet, to date, these models have not been combined to simulate how pathological proteins multiply and spread across the human brain. Here, we create an efficient and robust tool to simulate the spreading of misfolded protein using three classes of kinetic models, the Fisher–Kolmogorov model, the Heterodimer model and the Smoluchowski model. We discretize their governing equations using a human brain network model, which we represent as a weighted Laplacian graph generated from 418 brains from the Human Connectome Project. Its nodes represent the anatomic regions of interest and its edges are weighted by the mean fibre number divided by the mean fibre length between any two regions. We demonstrate that our brain network model can predict the histopathological patterns of Alzheimer’s disease and capture the key characteristic features of finite-element brain models at a fraction of their computational cost: simulating the spatio-temporal evolution of aggregate size distributions across the human brain throughout a period of 40 years takes less than 7 s on a standard laptop computer. Our model has the potential to predict biomarker curves, aggregate size distributions, infection times, and the effects of therapeutic strategies including reduced production and increased clearance of misfolded protein. The Royal Society 2019-10 2019-10-16 /pmc/articles/PMC6833337/ /pubmed/31615329 http://dx.doi.org/10.1098/rsif.2019.0356 Text en © 2019 The Authors. http://creativecommons.org/licenses/by/4.0/ Published by the Royal Society under the terms of the Creative Commons Attribution License http://creativecommons.org/licenses/by/4.0/, which permits unrestricted use, provided the original author and source are credited.
spellingShingle Life Sciences–Physics interface
Fornari, Sveva
Schäfer, Amelie
Jucker, Mathias
Goriely, Alain
Kuhl, Ellen
Prion-like spreading of Alzheimer’s disease within the brain’s connectome
title Prion-like spreading of Alzheimer’s disease within the brain’s connectome
title_full Prion-like spreading of Alzheimer’s disease within the brain’s connectome
title_fullStr Prion-like spreading of Alzheimer’s disease within the brain’s connectome
title_full_unstemmed Prion-like spreading of Alzheimer’s disease within the brain’s connectome
title_short Prion-like spreading of Alzheimer’s disease within the brain’s connectome
title_sort prion-like spreading of alzheimer’s disease within the brain’s connectome
topic Life Sciences–Physics interface
url https://www.ncbi.nlm.nih.gov/pmc/articles/PMC6833337/
https://www.ncbi.nlm.nih.gov/pubmed/31615329
http://dx.doi.org/10.1098/rsif.2019.0356
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