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The Mathematics and Topology of Fullerenes

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Cover of 'The Mathematics and Topology of Fullerenes'

Table of Contents

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    Book Overview
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    Chapter 1 Omega Polynomials of Fullerenes and Nanotubes
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    Chapter 2 Wiener Index of Nanotubes, Toroidal Fullerenes and Nanostars
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    Chapter 3 C 60 Structural Relatives – An Omega-Aided Topological Study
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    Chapter 4 Local Combinatorial Characterization of Fullerenes
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    Chapter 5 Computation of Some Topological Indices of C 60 and C 80 Fullerenes by GAP Program
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    Chapter 6 4-Regular and Self-Dual Analogs of Fullerenes
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    Chapter 7 Endohedral Fullerene Complexes and In-Out Isomerism in Perhydrogenated Fullerenes
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    Chapter 8 Detailed Atlas of Kekulé Structures of the Buckminsterfullerene
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    Chapter 9 A Graph Theoretic Approach to Atomic Displacements in Fullerenes
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    Chapter 10 Counting Spanning Trees in Toroidal Fullerenes
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    Chapter 11 Topological Determination of 13 C–NMR Spectra of C 66 Fullerenes
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    Chapter 12 The Topological Background of Schwarzite Physics
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    Chapter 13 High π-Electronic Stability of Soccer Ball Fullerene C 60 and Truncated Octahedron C 24 Among Spherically Polyhedral Networks
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    Chapter 14 The Estrada Index and Fullerene Isomerism
Attention for Chapter 7: Endohedral Fullerene Complexes and In-Out Isomerism in Perhydrogenated Fullerenes
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Chapter title
Endohedral Fullerene Complexes and In-Out Isomerism in Perhydrogenated Fullerenes
Chapter number 7
Book title
The Mathematics and Topology of Fullerenes
Published in
ADS, January 2011
DOI 10.1007/978-94-007-0221-9_7
Book ISBNs
978-9-40-070220-2, 978-9-40-070221-9
Authors

Helena Dodziuk, Dodziuk, Helena

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