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圖的有限制條件染色引論(英文版)

  • 作者:編者:蔡建生//王紀輝//張霞
  • 出版社:科學
  • ISBN:9787030598677
  • 出版日期:2019/01/01
  • 裝幀:平裝
  • 頁數:248
人民幣:RMB 118 元      售價:
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內容大鋼
    蔡建生、王紀輝、張霞著的《圖的有限制條件染色引論(英文版)》旨在作為這一項引人入勝和活躍領域的最新推測、結果和相關方法的集合體,可以作為參考手冊或參考。
    作者不想涵蓋各種限制性的圖形著色,一個明顯的原因是這個分支發展得太快,作者無法將所有的主題都包含在其中,另一個重要的原因是一些早期的書中已經涵蓋了一些結果和猜想。在本書中,作者主要關注的是理論這一分支中的所有方面,不包括由於空間限制而產生的演算法方面,而且作者只強調新的結果和新的方法。

作者介紹
編者:蔡建生//王紀輝//張霞

目錄
Chapter 1  Acyclic Coloring
  1.1  Basic Definitions and Notations
  1.2  Acyclic Vertex Coloring
  1.3  Generalized Acyclic Vertex Coloring
    1.3.1  r-acyclic Vertex Coloring
    1.3.2  Degenerating Coloring
  1.4  Acyclic Edge Coloring
  1.5  Open Problems
  Reference
Chapter 2  Neighbor Sum Distinguishing Coloring
  2.1  Basic Definitions and Introduction
  2.2  Neighbor Sum Distinguishing Edge Coloring of Graphs
    2.2.1  The Conjecture and Related Results
    2.2.2  The List Version of Neighbor Sum Distinguishing Edge Colorings
  2.3  Neighbor Sum Distinguishing Total Coloring of Graphs
    2.3.1  The Conjecture and Related Results
    2.3.2  Neighbor Sum Distinguishing Total Choosability of Graphs
  2.4  Equitable Neighbor Sum Distinguishing Coloring
  Reference
Chapter 3  Edge Cover Coloring
  3.1  The Edge Cover Coloring of Graphs
    3.1.1  Edge Cover Chromatic Index and Classi-cation of Graphs
    3.1.2  Edge Covered Critical Graphs
    3.1.3  Unsolved Problems on Edge Cover Coloring
  3.2  Fractional Edge Cover Coloring of Graphs
    3.2.1  Introduction
    3.2.2  Main Results on Fractional Edge Cover Coloring of Graphs
    3.2.3  The Conjectures and Discussions on Fractional Edge Cover Coloring
  3.3  g-edge Cover Coloring of Graphs
    3.3.1  g-edge Cover Chromatic Index of Graphs
    3.3.2  g-Edge Covered Critical Graphs
    3.3.3  Related Problems on g-edge Cover Coloring of Graphs
  Reference
Chapter 4  f-colorings of Graphs
  4.1  Introduction
  4.2  Basic Definitions and Tools
  4.3  f-colorings of Multigraphs
  4.4  The Classification Problem of Simple Graphs on f-Colorings
    4.4.1  Main Results
    4.4.2  Application in Proper Edge Colorings of Simple Graphs
    4.4.3  Further Discussion
  4.5  Critical Graphs on f-colorings
    4.5.1  Some Properties of f-critical Graphs
    4.5.2  Bounds on the Number of Edges of f-critical Graphs
    4.5.3  f-regular f-critical Graphs
    4.5.4  f-critical Graphs with The f-core Having Maximum Degree
    4.5.5  Some problems for future research
  4.6  Equitable Edge-colorings of Simple Graphs
    4.6.1  A Useful Lemma
    4.6.2  A Problem for Further Research

  Reference
Chapter 5  Total Coloring
  5.1  Introduction
  5.2  Total Coloring Conjecture and the Related Results on △?9
    5.2.1  Total Coloring Conjecture
  5.3  Total Coloring of Graph G with △(G)?8
    5.3.1  The Results on the Case △?8
    5.3.2  The Results on the Case △?7
  5.4  List Total Coloring of Graphs
  5.5  The Open Problems and Conjectures
  Reference
Index

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