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  Browse All Reviews > Mathematics Of Computing (G) > Discrete Mathematics (G.2) > Graph Theory (G.2.2) > Trees (G.2.2...)  
 
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  1-10 of 37 Reviews about "Trees (G.2.2...)": Date Reviewed
  Improved parameterized and exact algorithms for cut problems on trees
Kanj I., Lin G., Liu T., Tong W., Xia G., Xu J., Yang B., Zhang F., Zhang P., Zhu B. Theoretical Computer Science 607, Part 3, 455-470, 2015.  Type: Article

Multicut and multiway cut problems on graphs have received significant attention in the literature. Both of the problems are hard and have interesting applications. The authors of this paper study variants of the above problems. In par...

Mar 8 2016
  The sandpile group of a tree
Levine L. European Journal of Combinatorics 30(4): 1026-1035, 2009.  Type: Article

Consider a finite graph G with n vertices. Call the vertex xn the sink. Then, the reduced Laplacian is an (n-1) × (n-1)...

Aug 13 2009
  Non-cooperative tree creation
Hoefer M. Algorithmica 53(1): 104-131, 2009.  Type: Article

This paper contributes to the application of game theory to network design. The objective is to investigate the extent to which useful connected subnetworks can be constructed on, say, the Internet, by selfish participants. Hoefer defi...

Jun 16 2009
  On the partial terminal Steiner tree problem
Hsieh S., Gao H. The Journal of Supercomputing 41(1): 41-52, 2007.  Type: Article

The Steiner tree problem (STP) is among the most interesting problems in graph theory. Historically, the Steiner tree problem has attracted the attention of many researchers. Indeed, the STP is among Karp’s 21 nondeterministi...

Aug 26 2008
  A limit characterization for the number of spanning trees of graphs
Nikolopoulos S., Nomikos C., Rondogiannis P. Information Processing Letters 90(6): 307-313, 2004.  Type: Article

This paper presents some results of an analysis of a limit characterization of the behavior of graph classes, with regard to their number of spanning trees. Let Kn-G be the graph resulting from the complete graph
Oct 11 2004
  Macro forest transducers
Perst T., Seidl H. Information Processing Letters 89(3): 141-149, 2004.  Type: Article

The concept of macro tree transducers (MTTs) is extended to macro forest transducers (MFTs) in this paper. The new concept is derived by enhancing MTTs with concatenation. It is shown that MFTs form a strict superset of MTTs. It is als...

May 6 2004
  A PTAS for weight constrained Steiner trees in series-parallel graphs
Chen G., Xue G. Theoretical Computer Science 304(1-3): 237-247, 2003.  Type: Article

In this paper, the authors derive a polynomial time approximation scheme (PTAS) for the weight-constrained minimum cost Steiner tree problem (WCSTP) for a special class of graphs, knows as series-parallel (S-P) graphs. An S-P graph is ...

Jan 6 2004
  Efficient dynamic embeddings of binary trees into hypercubes
Heun V., Mayr E. Journal of Algorithms 43(1): 51-84, 2002.  Type: Article

As the title states, this paper is about embedding an arbitrary binary tree into a hypercube. This problem is important because it is a generalization of the very practical problem of matching an algorithm’s communication pat...

Sep 25 2003
  The Integral Tree Representation of the Symmetric Group
Whitehouse S. Journal of Algebraic Combinatorics: An International Journal 13(3): 317-326, 2001.  Type: Article

This paper studies the integral representations Vn and Vn of the symmetric groups &Sgr;n and &Sgr;n
Mar 11 2003
  On the descriptive and algorithmic power of parity ordered binary decision diagrams
Waack S. Information and Computation 166(1): 61-70, 2001.  Type: Article

The ordered binary decision diagram (OBDD) is a data structure used for representing Boolean functions, which are often utilized for formal circuit verification. The author analyzes what he calls the shared parity OBDD. He presents an ...

Jun 1 2001
 
 
 
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