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Considers the construction of spaces of various dimensions from two to any finite dimension n, taking into account the indicated conditions, including zooming in on shapes, properties of geometric figures of higher dimensions, which have no analogue in three-dimensional space.
Presents research on the methods and applications of the structures of binary compounds. The book explores the study of geometry polytopes from a higher-dimensional perspective, taking into account the features of polytopes that are models of chemical compounds.
Presents a collection of research on the methods and applications of population logistics. While highlighting topics including gene analysis, crossbreeding, and reproduction, this book is designed for academics, researchers, biologists, and mathematicians seeking current research on modelling the reproduction process of a biological population.
"This book examines nanotechnologies and clusters in the spaces of higher dimension"--
Studies the relationship between chemical compounds and dimensional space. Featuring comprehensive coverage across a range of related topics, such as convex polytypes, Euler-Poincare equations, intermolecular interactions, and the Schrodiner equation, this book is an ideal reference source for academics, researchers, and advance-level students.
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