D
David Eisenberg
Researcher at Technion – Israel Institute of Technology
Publications - 719
Citations - 120468
David Eisenberg is an academic researcher from Technion – Israel Institute of Technology. The author has contributed to research in topics: Amyloid & Protein structure. The author has an hindex of 156, co-authored 697 publications receiving 112460 citations. Previous affiliations of David Eisenberg include Howard Hughes Medical Institute & Hebrew University of Jerusalem.
Papers
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Journal Article
Common dietary supplements for weight loss.
TL;DR: Because of insufficient or conflicting evidence regarding the efficacy of conjugated linoleic acid, ginseng, glucomannan, green tea, hydroxycitric acid, L-carnitine, psyllium, pyruvate, and St. John's wort in weight loss, physicians should caution patients about the use of these supplements and closely monitor those who choose to use these products.
Journal ArticleDOI
Atomic structures of IAPP (amylin) fusions suggest a mechanism for fibrillation and the role of insulin in the process
TL;DR: The helical dimerization of IAPP accelerates fibril formation and that insulin impedes fibrillation by blocking the IAPPDimerization interface is suggested.
Book
Physical Chemistry: with Applications to the Life Sciences
TL;DR: Physical chemistry and molecular assemblies that govern the time revision of life are discussed in this paper with emphasis on aspects of physical chemistry in relation to the applications of life sciences and the determination of simple the, fundamental mathematics to help students strengthen their discipline.
Journal ArticleDOI
Alternative medicine use in older Americans.
TL;DR: A nationally representative survey is analyzed to quantify and characterize the use of alternative medicine in people aged 65 and older and to describe alternative medicine use in older populations.
Book ChapterDOI
Structural models of amyloid-like fibrils.
Rebecca Nelson,David Eisenberg +1 more
TL;DR: No one class provides a complete explanation for all amyloid fibril behavior, and some models, such as Gain-of-Interaction models with a cross-beta spine, fit a wider range of properties than others.