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ODE/PDE a-synuclein Models for Parkinson’s Disease Schiesser Paperback

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ODE/PDE ?-synuclein Models for Parkinson\u2019s Disease

Presents the first book to offer a software framework to study ODE/PDE prototype models for Parkinson\u2019s Disease

William E. Schiesser (Author)

9780128146149, Elsevier Science

Paperback / softback, published 14 February 2018

228 pages

22.9 x 15.2 x 1.6 cm, 0.45 kg

ODE/PDE Alpha-Synuclein Models for Parkinson\u2019s Disease discusses a mechanism for the evolution of Parkinson\u2019s Disease (PD) based on the dynamics of the protein a-synuclein, a monomer that has been implicated in this disease. Specifically, a-synuclein morphs and aggregates into a polymer that can interfere with functioning neurons and lead to neurodegenerative pathology. This book first demonstrates computer-based implementation of a prototype ODE/PDE model for the dynamics of the a-synuclein monomer and polymer, and then details the methodology for the numerical integration of ODE/PDE systems which can be applied to computer-based analys]

ODE/PDE a-synuclein Models for Parkinson’s Disease Schiesser Paperback

ODE/PDE ?-synuclein Models for Parkinson\u2019s Disease

Presents the first book to offer a software framework to study ODE/PDE prototype models for Parkinson\u2019s Disease

William E. Schiesser (Author)

9780128146149, Elsevier Science

Paperback / softback, published 14 February 2018

228 pages

22.9 x 15.2 x 1.6 cm, 0.45 kg

ODE/PDE Alpha-Synuclein Models for Parkinson\u2019s Disease discusses a mechanism for the evolution of Parkinson\u2019s Disease (PD) based on the dynamics of the protein a-synuclein, a monomer that has been implicated in this disease. Specifically, a-synuclein morphs and aggregates into a polymer that can interfere with functioning neurons and lead to neurodegenerative pathology. This book first demonstrates computer-based implementation of a prototype ODE/PDE model for the dynamics of the a-synuclein monomer and polymer, and then details the methodology for the numerical integration of ODE/PDE systems which can be applied to computer-based analys]

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