SpringerBriefs in Mathematics Ser.: Pancyclic and Bipancyclic Graphs by John C. George, Abdollah Khodkar and W. D. Wallis (2016, Trade Paperback)

Springer International Publishing A&G

3319319507

9783319319506

221509627

John C. George, w. D. Wallis, Abdollah Khodkar

Pancyclic and Bipancyclic Graphs

Trade Paperback

English

2016

Springerbriefs in Mathematics Ser.

Textbook

Xii, 108 Pages

9.3in

6.1in

68.5 Oz

1 Vol.

Qa166-166.247

"In this book, the authors give a simple survey about the sufficient conditions for a graph to be pancyclic (uniquely bipancyclic). Moreover, the authors give the proofs of some classic results which are useful tools to study and generalize cycle problems. Therefore, this book can help students and researchers alike to find inspiration and ideas on pancyclic and bipancyclic problems." (Junqing Cai, Mathematical Reviews, February, 2017)

1.Graphs.- 2. Degrees and Hamiltoneity.- 3. Pancyclicity.- 4. Minimal Pancyclicity.- 5. Uniquely Pancyclic Graphs.- 6. Bipancyclic Graphs.- 7. Uniquely Bipancyclic Graphs.- 8. Minimal Bipancyclicity.- References.

2016

Numerical Analysis, Graphic Methods, Discrete Mathematics

Trade

Yes

Mathematics