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{{BLP sources|date=May 2009}}
{{BLP sources|date=May 2009}}


'''John Adrian Bondy''' a [[British people|British]] and [[Canadian]] was a professor of graph theory at Waterloo, Canada. He is a faculty of Université Lyon 1, France. Bondy is known for his work on [[Bondy–Chvátal theorem]] together with [[Václav Chvátal]]. His coauthors include the famous mathematician [[Paul Erdős]].
'''John Adrian Bondy''' a [[British people|British]] and [[Canadian]] was a professor of graph theory at Waterloo, Canada. He is a former faculty member of [[Université Lyon 1]], France. Bondy is known for his work on [[Bondy–Chvátal theorem]] together with [[Václav Chvátal]]. His coauthors include the famous mathematician [[Paul Erdős]].


Bondy received his Ph.D. in Graph theory from [[University of Oxford]] in 1969. Bondy has served as a managing editor and co-editor-in-chief of the [[Journal of Combinatorial Theory, Series B]].<ref>{{harvtxt|Cunningham|Haxell|Richter|Wormald|2004}}.</ref>
Bondy received his Ph.D. in Graph theory from [[University of Oxford]] in 1969. Bondy has served as a managing editor and co-editor-in-chief of the [[Journal of Combinatorial Theory, Series B]].<ref>{{harvtxt|Cunningham|Haxell|Richter|Wormald|2004}}.</ref>

Revision as of 12:45, 31 May 2009

John Adrian Bondy a British and Canadian was a professor of graph theory at Waterloo, Canada. He is a former faculty member of Université Lyon 1, France. Bondy is known for his work on Bondy–Chvátal theorem together with Václav Chvátal. His coauthors include the famous mathematician Paul Erdős.

Bondy received his Ph.D. in Graph theory from University of Oxford in 1969. Bondy has served as a managing editor and co-editor-in-chief of the Journal of Combinatorial Theory, Series B.[1]

Select books and publications

  • Bondy, John Adrian; Murthy, U.S.R. (1976), Graph Theory with Applications, North-Holland.[2][3]
  • Bondy, John Adrian (1971), "Pancyclic graphs I", Journal of Combinatorial Theory, Series B, 11 (1): 80–84, doi:10.1016/0095-8956(71)90016-5.[4]
  • Bondy, John Adrian; Hemminger, R. L. (1977), "Graph reconstruction – a survey", Journal of Graph Theory, 1 (3): 227–268, doi:10.1002/jgt.3190010306.[5]

See also

Notes

  1. ^ Cunningham et al. (2004).
  2. ^ Review in MathSciNet.
  3. ^ Citations in Google Scholar.
  4. ^ Citations in Google Scholar.
  5. ^ Citations in Google Scholar.

References

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