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Download
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In
this section you can download some of
my simple programs connected with parasitology
etc. |
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GENETIC SIMILARITIES
The program was originally designed for
comparing sequence of different strains of parasites.
Input file is named matrix.txt - it is a text
file, every row represents one strain, every row
contains only names of bases (A,C,T,G and R,Y,K,M,S,W
) without spaces. The program then computes similarity
index for selected bases of every strain combinations
(number of the same bases in every pair of bases
of compared strains is counted and divided by
total number of bases). Output file contained
matrix of similarities, matrix of distances (1-similarity),
sequence of strains building up the minimum spanning
tree and lengths of MST branches. But due the
fact that produced distance matrix is based only
on similarity index and its Euclideanarity is
not sure, it would be better to recompute it using
principal coordinate analysis or nonmetric multidimensional
scaling and subsequent analysis like minimum spanning
tree or cluster analysis perform on such recomputed
matrix.
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Download - zip package (15 k)
containes genetic similarities computing
program and its source code.
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Program
is written in Free
Pascal, compiled using
Dev
Pascal and its source
codes is also included.
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MINIMAL SPANNING TREE
Minimal Spanning Tree is the smallest sum
of n-1 segments that conect n points (Prim, 1957).MST
could be computed as a indicator of relative position
of points (for example species, strains etc.)
in m - dimensional space. MST is computed from
matrix of distances between points. For examples
of use see Moulton, 1987; Lockwood, 1993; Ricklefs
1980.
Input
file is matrix.txt - matrix of distances between
points, text file with tabulators as separators.
Output file is log.txt - contains mean and SD
of MST, end points of segments, other possible
segments ordered by their length and alternative
links for ending points of tree.
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Download - zip package (15 k)
containes MST computing program and
its source code. |
Program
is written in Free
Pascal, compiled using
Dev
Pascal and its source
code is also included.
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PRIM
RC (1957). Shortest connection networks and some
generalizations. Bell System Tech. J. 36: 1389-1401.
LOCKWOOD JL, MOULTON MP, ANDERSON SK (1993). Morphological
assortment and the assembly of communities of
introduced passeriforms on oceanic islands: Tahiti
versus Oahu. The American Naturalist, Vol. 141,
No. 3
MOULTON MP and PIMM SL (1987). Morphological assortment
in introduced Hawaiian passerines. Evolutionary
ecology, 1, 113-124.
RICKLEFS RE and TRAVIS J (1980). A morphlogical
approach to the study of avian community organization.
The Auk 97: 321-338.
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MINIMAL SPANNING TREE SIMULATION
Minimal Spanning Tree is the smallest sum
of n-1 segments that conect n points (Prim, 1957).MST
could be computed as a indicator of relative position
of points (for example species, strains etc.)
in m - dimensional space. MST is computed from
matrix of distances between points. For examples
of use see Moulton, 1987; Lockwood, 1993; Ricklefs
1980. This program was originally designed for
comparing MST of real community with distribution
of MSTs of simulated communities. The program
builds up 10 000 simulated communities for given
number of species (3-14, but it could be easily
changed) and computes average segment length and
SD of segments of their MSTs from square matrix
of distances between species.
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Download - zip package (16 k)
containes MST simulating program and
its source code. |
Program
is written in Free
Pascal, compiled using
Dev
Pascal and its source
code is also included.
|
|
|
PRIM
RC (1957). Shortest connection networks and some
generalizations. Bell System Tech. J. 36: 1389-1401.
LOCKWOOD JL, MOULTON MP, ANDERSON SK (1993). Morphological
assortment and the assembly of communities of
introduced passeriforms on oceanic islands: Tahiti
versus Oahu. The American Naturalist, Vol. 141,
No. 3
MOULTON MP and PIMM SL (1987). Morphological assortment
in introduced Hawaiian passerines. Evolutionary
ecology, 1, 113-124.
RICKLEFS RE and TRAVIS J (1980). A morphlogical
approach to the study of avian community organization.
The Auk 97: 321-338.
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