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What is Incidence Coefficients of Elements of Lower Dimension With Respect to Elements of Higher Dimension

The Classes of Higher Dimensional Polytopes in Chemical, Physical, and Biological Systems
The number of elements of a certain higher dimension to which the given element of a lower dimension belongs.
Published in Chapter:
Polytopes of the Highest Dimension in the Theory of Heredity
DOI: 10.4018/978-1-7998-8374-6.ch011
Abstract
On the basis of images of higher dimension of nucleic acids, the properties of the interaction of nucleic acids with each other have been studied. It was found that the region of interaction of nucleic acids is a cross-polytope of dimension 13 (the polytope of genetical information). Its structure indicates that the interaction of nucleic acids has a hidden order, according to which the number of standard amino acids exactly corresponds to the number of possible locations of nitrogenous bases in the polytope of hereditary information. This leads to the absence of the need to introduce the concept of the genetic code. It has been shown that DNA methylation leads to a significant increase in DNA informational activity, which makes it possible to resist a viral infection.
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More Results
Necessary and Sufficient Conditions for Proving the Existence of Polytopes of Higher Dimension
The number of elements of a certain higher dimension to which the given element of a lower dimension belongs.
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The Law of Conservation of Incidents in the Space of Nanoworld
The number of elements of a certain higher dimension to which the given element of a lower dimension belongs.
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Incident Conservation Law
The number of elements of a certain higher dimension to which the given element of a lower dimension belongs.
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Regular and Semi-Regular Polytopes of Higher Dimension
The number of elements of a certain higher dimension to which the given element of a lower dimension belongs.
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Higher Dimensions in the Theory of Heredity
The number of elements of a certain higher dimension to which the given element of a lower dimension belongs.
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Irregular Polytopes of Higher Dimension
The number of elements of a certain higher dimension to which the given element of a lower dimension belongs.
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