专著[459] Introductory Map Theory

16.01 Preface

16.02 Contents

16.03 Chapter Ⅰ Abstract embeddings

16.04 Activities Ⅰ

16.05 Chapter Ⅱ Abstract maps

16.06 Activities Ⅱ

16.07 Chapter Ⅲ Duality

16.08 Activities Ⅲ

16.09 Chapter Ⅳ Orientability

16.10 Activities Ⅳ

16.11 Chapter Ⅴ Orientable maps

16.12 Activities Ⅴ

16.13 Chapter Ⅵ Nonorientable maps

16.14 Activities Ⅵ

16.15 Chapter Ⅶ Isomorphisms of maps

16.16 Activities Ⅶ

16.17 Chapter Ⅷ Asymmetrization

16.18 Activities Ⅷ

16.19 Chapter Ⅸ Rooted petal bundles

16.20 Activities Ⅸ

16.21 Chapter Ⅹ Asymmetrized maps

16.22 Activities Ⅹ

16.23 Chapter Ⅺ Maps with symmetry

16.24 Activities Ⅺ

16.25 Chapter Ⅻ Genus polynomials

16.26 Activities Ⅻ

16.27 Chapter ⅩⅢ Census with partition

16.28 Activities ⅩⅢ

16.29 Chapter ⅩⅣ Super maps of a graph

16.30 Activities ⅩⅣ

16.31 Chapter ⅩⅤ Equations with partitions

16.32 Activities ⅩⅤ

16.33 Appendix Ⅰ Concepts of polyhedra，surfaces，embeddings and maps

16.34 Appendix Ⅱ Table of genus polynomials for embedding and maps of small size

16.35 Appendix Ⅲ Atlas of rooted and unrooted maps for small graphs

16.36 Bibliography

16.37 Terminology