Items where Author is "Bazgan, C."

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Number of items: 12.

1998

DateAuthor/TitleDocument Type
1998Bazgan, C. and Santha, M. and Tuza, Zsolt
Efficient approximation algorithms for the subset-sums equality problem
Book Section
1998Bazgan, C. and Santha, M. and Tuza, Zsolt
On the approximation of finding a(nother) Hamiltonian cycle in cubic Hamiltonian graphs
Conference or Workshop Item

1999

DateAuthor/TitleDocument Type
1999Bazgan, C. and Santha, M. and Tuza, Zsolt
On the approximation of finding a(nother) Hamiltonian cycle in cubic Hamiltonian graphs
Article

2002

DateAuthor/TitleDocument Type
2002Bazgan, C. and Santha, M. and Tuza, Zsolt
Efficient approximation algorithms for the subset-sums equality problem
Article

2003

DateAuthor/TitleDocument Type
2003Bazgan, C. and Vanderpooten, D. and Tuza, Zsolt
On the existence and determination of satisfactory partitions in a graph
Article

2005

DateAuthor/TitleDocument Type
2005Bazgan, C. and Tuza, Zsolt and Vanderpooten, D.
Complexity and approximation of satisfactory partition problems
Article

2006

DateAuthor/TitleDocument Type
2006Bazgan, C. and Tuza, Zsolt and Vanderpooten, D.
Degree-constrained decompositions of graphs: boundered treewidth and planarity
ISI Article
2006Bazgan, C. and Tuza, Zsolt and Vanderpooten, D.
The satisfactory partition problem
ISI Article

2007

DateAuthor/TitleDocument Type
2007Bazgan, C. and Tuza, Zsolt and Vanderpooten, D.
Efficient algorithms for decomposing graphs under degree constraints
ISI Article

2009

DateAuthor/TitleDocument Type
2009-12-16Bazgan, C. and Couëtoux, B. and Tuza, Zsolt
Covering a graph with a constrained forest (extended abstract)
Conference or Workshop Item

2010

DateAuthor/TitleDocument Type
2010Bazgan, C. and Tuza, Zsolt and Vanderpooten, D.
Satisfactory graph partition, variants, and generalizations
ISI Article

2011

DateAuthor/TitleDocument Type
2011Bazgan, C. and Couetoux, B. and Tuza, Zsolt
Complexity and approximation of the constrained forest problem
ISI Article
This list was generated on Sat Nov 23 03:13:58 2024 CET.