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eBook - ePub
Mathematical Stereochemistry
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- 529 pages
- English
- ePUB (mobile friendly)
- Available on iOS & Android
eBook - ePub
Mathematical Stereochemistry
Book details
Table of contents
Citations
About This Book
Chirality and stereogenicity are closely related concepts and their differentiation and description is still a challenge in chemoinformatics. In his 2015 book, Fujita developed a new stereoisogram approach that provided theoretical framework for mathematical aspects of modern stereochemistry. This new edition includes a new chapter on Computer-Oriented Representations developed by the author based on Groups, Algorithms, Programming (GAP) system.
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Table of contents
- Title Page
- Copyright
- Contents
- Also of interest
- Preface to the 2nd Edition
- About the author:
- 1âIntroduction
- 2âClassification of Isomers
- 3âPoint-Group Symmetry
- 4âSphericities of Orbits and Prochirality
- 5âFoundations of Enumeration Under Point Groups
- 6âSymmetry-Itemized Enumeration Under Point Groups
- 7âGross Enumeration Under Point Groups
- 8âEnumeration of Alkanes as 3D Structures
- 9âPermutation-Group Symmetry
- 10âStereoisograms and RS-Stereoisomers
- 11âStereoisograms for Tetrahedral Derivatives
- 12âStereoisograms for Allene Derivatives
- 13âCombined-Permutation Representations (CPRs)
- 14âStereochemical Nomenclature
- 15âPro-RS-Stereogenicity Based on Orbits
- 16âPerspectives
- Index