0028-825X933103-0239 $2.500 The Royal Society of New Zealand 1993 Constructing phylogeneti.pdf
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0028-825X933103-0239 $2.500 The Royal Society of New Zealand 1993 Constructing phylogeneti
New Zealand Journal of Botany, 1993, Vol. 31: 239-248
0028-825X/93/3103-0239 $2.50/0 ? The Royal Society of New Zealand 1993
239
Constructing phylogenetic trees efficiently using compatibility criteria
TANDY J. WARNOW
Sandia National Laboratories
P.O. Box 5800
Albuquerque, NM 87185, U.S.A.*
?Present address: Department of Computer and
Information Sciences, University of Pennsylvania,
200 S 33rd Street, Moore 276, Philadelphia, PA
19104, U.S.A.
Abstract The Character Compatibility Problem is
a classical problem in computational biology
concerned with constructing phylogenetic trees of
minimum possible evolution from qualitative
character sets. This problem arose in the 1970s, and
until recently the only cases for which efficient
algorithms were found were for binary (i.e. two-
state) characters and for two characters at a time,
while the complexity of the general problem
remained open. In this paper we will discuss the
remarkable progress on this problem since 1990.
Keywords evolution; algorithms; phylogenetic
tree;
INTRODUCTION
The Character Compatibility Problem is a classical
problem in computational biology, which seeks to
construct a phylogenetic tree of minimum possible
evolution for an input species set, described by
qualitative characters. Such a phylogeny is said to
be perfect, and thus the problem of whether such a
phylogeny exists is called both the Perfect Phylogeny
Problem and the Character Compatibility Problem.
We begin with the section Basic concepts from
computer science. In this section we will define
what we mean by the complexity of an algorithm or
B93007
Received 19 January 1993; accepted 8 June 1993
problem, so that the meaning of efficient is clear,
and the consequences of saying that a problem is
NP-hard is also understood. We continue by defining
the Character Compatibilty Problem in the section
The Character Compatibility Problem, and
describe the history of the problem in the section
History of the Character Compatibility Problem.
We discus
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