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• W4380485881 endingPage "1366" @default.
• W4380485881 startingPage "1366" @default.
• W4380485881 abstract "The current SARS-CoV-2 pandemic highlights our fragility when we are exposed to emergent viruses either directly or through zoonotic diseases. Fortunately, our knowledge of the biology of those viruses is improving. In particular, we have more and more structural information on virions, i.e., the infective form of a virus that includes its genomic material and surrounding protective capsid, and on their gene products. It is important to have methods that enable the analyses of structural information on such large macromolecular systems. We review some of those methods in this paper. We focus on understanding the geometry of virions and viral structural proteins, their dynamics, and their energetics, with the ambition that this understanding can help design antiviral agents. We discuss those methods in light of the specificities of those structures, mainly that they are huge. We focus on three of our own methods based on the alpha shape theory for computing geometry, normal mode analyses to study dynamics, and modified Poisson-Boltzmann theories to study the organization of ions and co-solvent and solvent molecules around biomacromolecules. The corresponding software has computing times that are compatible with the use of regular desktop computers. We show examples of their applications on some outer shells and structural proteins of the West Nile Virus." @default.
• W4380485881 created "2023-06-14" @default.
• W4380485881 creator A5000852533 @default.
• W4380485881 creator A5009891943 @default.
• W4380485881 creator A5021733035 @default.
• W4380485881 creator A5056170480 @default.
• W4380485881 date "2023-06-13" @default.
• W4380485881 modified "2023-09-30" @default.
• W4380485881 title "Analyzing the Geometry and Dynamics of Viral Structures: A Review of Computational Approaches Based on Alpha Shape Theory, Normal Mode Analysis, and Poisson–Boltzmann Theories" @default.
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