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#!/usr/local/bin/python | ||
# -*- coding: utf-8 -*- | ||
import sys | ||
import levels | ||
sys.path.append('../../../shared/python') | ||
import BGF | ||
|
||
if __name__ == "__main__": | ||
if len(sys.argv) != 2: | ||
print 'This tool calculates a TIMP metric for any given BGF grammar.' | ||
print 'Usage:' | ||
print ' '+sys.argv[0]+' <bgf-input>' | ||
sys.exit(1) | ||
bgf = BGF.Grammar() | ||
bgf.parse(sys.argv[1]) | ||
cg = levels.getClosure(levels.getCallGraph(bgf)) | ||
n = len(cg) | ||
e = sum(map(len,cg.values())) | ||
# Power and Malloy made two mistakes: | ||
# (1) the number of edges in a complete directed graph is n(n-1), not n(n-1)/2, as in a complete undirected graph! | ||
# (2) we don't have to substract another 1 from the number of nonterminals to account for a start symbol | ||
# To compute TIMP exactly as they intended to, run this: | ||
# print '%.1f' % (100*2*(e-n+1)/(0.0+(n-1)*(n-2))) | ||
# To run our fixed version, uncomment this: | ||
print '%.1f' % (100*(e-n+1)/(0.0+n*(n-1))) | ||
sys.exit(0) |