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What is N-Simplex

Nanotechnologies and Clusters in the Spaces of Higher Dimension: Emerging Research and Opportunities
The convex polytope of dimension n in which each vertex is joined by edges with all remain vertices of polytope.
Published in Chapter:
Incident Conservation Law
DOI: 10.4018/978-1-7998-3784-8.ch007
Abstract
This chapter first establishes the existence of integral equality in relation to the issue of the transmission of information by elements of lower and higher dimensions in the polytopes of higher dimension that describe natural objects. This integral equality is called the law of conservation of incidents. There is the incidence interpreted as the transfer of information from one material body to another. The fulfillment of the law of conservation of incidents for the n-simplex of the n-cube and the n-cross-polytope is proved in general terms. It is shown that the law of conservation of incidents is valid for both regular bodies and irregular bodies, which can be clusters of chemical compounds. The incident conservation law can serve as a mathematical basis for the recently discovered epigenetic principle of the transmission of hereditary information without changing the sequence of genes in DNA and RNA molecules.
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More Results
Dimension of Chemical Compounds of Atoms Metals With Atoms No Metals
The convex polytope of dimension n in which each vertex is joined by edges with all remain vertices of polytope.
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Higher Dimensions in the Theory of Heredity
The convex polytope of dimension n in which each vertex is joined by edges with all remain vertices of the polytope.
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The Law of Conservation of Incidents in the Space of Nanoworld
The convex polytope of dimension n in which each vertex is joined by edges with all remain vertices of polytope.
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Parallelohedrons of Higher Dimension and Partition of N-Dimensional Spaces
The convex polytope of dimension n in which each vertex is joined by edges with all remain vertices of polytope.
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On the Conditions for the Existence of Higher-Dimensional Polytopes
The convex polytope of dimension n in which each vertex is joined by edges with all remain vertices of polytope.
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Parallelohedrons and Stereohedrons of Delaunay
The convex polytope of dimension n in which each vertex is joined by edges with all remain vertices of polytope.
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Necessary and Sufficient Conditions for Proving the Existence of Polytopes of Higher Dimension
The convex polytope of dimension n in which each vertex is joined by edges with all remain vertices of polytope.
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