2016Paleontological JournalRequires access

Homological series of icosahedral viruses and fullerenes

Yu. L. Voytekhovsky

Open publisher page 5 citations

Abstract

The icosahedral (spherical, i.e., of 3̅5̅m and 235 point group symmetry) fullerenes and viruses are shown to form a homological series. The mathematical system of icosahedral fullerenes is, at the same time, the morphological system of icosahedral viruses. It allows the prediction of their unknown forms and recognition of structural and, possibly, genetic relationships between them.

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What this paper is about

The icosahedral (spherical, i.e., of 3̅5̅m and 235 point group symmetry) fullerenes and viruses are shown to form a homological series. The mathematical system of icosahedral fullerenes is, at the same time, the morphological system of icosahedral viruses. It allows the prediction of their unknown forms and recognition of structural and, possibly, genetic relationships between them.

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OpenAlex reports 5 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

The icosahedral (spherical, i.e., of 3̅5̅m and 235 point group symmetry) fullerenes and viruses are shown to form a homological series. The mathematical system of icosahedral fullerenes is, at the same time, the morphological system of icosahedral viruses. It allows the prediction of their unknown forms and recognition of structural and, possibly, genetic relationships between them.

Key concepts: Icosahedral symmetry, Fullerene, Series (stratigraphy), Symmetry (geometry), Crystallography, Biology, Physics, Chemistry

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