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F. R.  McMorris
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Zitiert von
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Consensusn-trees
T Margush, FR McMorris
Bulletin of Mathematical Biology 43 (2), 239-244, 1981
7311981
Topics in intersection graph theory
TA McKee, FR McMorris
Society for Industrial and Applied Mathematics, 1999
6781999
Comparison of undirected phylogenetic trees based on subtrees of four evolutionary units
GF Estabrook, FR McMorris, CA Meacham
Systematic Zoology 34 (2), 193-200, 1985
3831985
A mathematical foundation for the analysis of cladistic character compatibility
GF Estabrook, CS Johnson Jr, FR McMorris
Mathematical Biosciences 29 (1-2), 181-187, 1976
2041976
The median procedure for n-trees
JP Barthélemy, FR McMorris
Journal of Classification 3 (2), 329-334, 1986
1761986
Critical comparison of consensus methods for molecular sequences
WHE Day, FR McMorris
Nucleic acids research 20 (5), 1093-1099, 1992
1361992
Triangulating vertex-colored graphs
FR McMorris, TJ Warnow, T Wimer
SIAM Journal on Discrete Mathematics 7 (2), 296-306, 1994
1271994
Axiomatic consensus theory in group choice and biomathematics
WHE Day, FR McMorris
Society for Industrial and Applied Mathematics, 2003
1222003
The median procedure on median graphs
FR McMorris, HM Mulder, FS Roberts
Discrete Applied Mathematics 84 (1-3), 165-181, 1998
1101998
On probe interval graphs
FR McMorris, C Wang, P Zhang
Discrete Applied Mathematics 88 (1-3), 315-324, 1998
1041998
An algebraic analysis of cladistic characters
GF Estabrook, CS Johnson Jr, FR McMorris
Discrete Mathematics 16 (2), 141-147, 1976
981976
Consensus functions defined on trees
FR McMorris, D Neumann
Mathematical Social Sciences 4 (2), 131-136, 1983
831983
When is one estimate of evolutionary relationships a refinement of another?
GF Estabrook, FR McMorris
Springer-Verlag, 1980
831980
Bound graphs of a partially ordered set
FR McMorris, T Zaslavsky
J. Combin. Inform. System Sci 7 (2), 134-138, 1982
751982
Bipartite intersection graphs
F Harary, JA Kabell, FR McMorris
Commentationes Mathematicae Universitatis Carolinae 23 (4), 739-745, 1982
741982
The agreement metric for labeled binary trees
W Goddard, E Kubicka, G Kubicki, FR McMorris
Mathematical Biosciences 123 (2), 215-226, 1994
711994
A view of some consensus methods for trees
FR McMorris, DB Meronk, DA Neumann
Numerical taxonomy, 122-126, 1983
711983
An algorithm to find agreement subtrees
E Kubicka, G Kubicki, FR McMorris
Journal of Classification 12 (1), 91-99, 1995
691995
An introduction to tolerance intersection graphs
MS Jacobson, FR McMorris, HM Mulder
Graph Theory, Combinatorics and Applications 2, 705-723, 1991
671991
When are two qualitative taxonomic characters compatible?
GF Estabrook, FR McMorris
Journal of Mathematical Biology 4 (2), 195-200, 1977
631977
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