scripts/chg-len.py
author Peter Kovacs <kpeter@inf.elte.hu>
Wed, 29 Apr 2009 03:15:24 +0200
changeset 640 6c408d864fa1
parent 376 4b2382fd80ef
child 733 abf31e4af617
permissions -rwxr-xr-x
Support negative costs and bounds in NetworkSimplex (#270)

* The interface is reworked to support negative costs and bounds.
- ProblemType and problemType() are renamed to
SupplyType and supplyType(), see also #234.
- ProblemType type is introduced similarly to the LP interface.
- 'bool run()' is replaced by 'ProblemType run()' to handle
unbounded problem instances, as well.
- Add INF public member constant similarly to the LP interface.
* Remove capacityMap() and boundMaps(), see also #266.
* Update the problem definition in the MCF module.
* Remove the usage of Circulation (and adaptors) for checking feasibility.
Check feasibility by examining the artifical arcs instead (after solving
the problem).
* Additional check for unbounded negative cycles found during the
algorithm (it is possible now, since negative costs are allowed).
* Fix in the constructor (the value types needn't be integer any more),
see also #254.
* Improve and extend the doc.
* Rework the test file and add test cases for negative costs and bounds.
     1 #! /usr/bin/env python
     2 
     3 import sys
     4 
     5 from mercurial import ui, hg
     6 from mercurial import util
     7 
     8 util.rcpath = lambda : []
     9 
    10 if len(sys.argv)>1 and sys.argv[1] in ["-h","--help"]:
    11     print """
    12 This utility just prints the length of the longest path
    13 in the revision graph from revison 0 to the current one.
    14 """
    15     exit(0)
    16 
    17 u = ui.ui()
    18 r = hg.repository(u, ".")
    19 N = r.changectx(".").rev()
    20 lengths=[0]*(N+1)
    21 for i in range(N+1):
    22     p=r.changectx(i).parents()
    23     if p[0]:
    24         p0=lengths[p[0].rev()]
    25     else:
    26         p0=-1
    27     if len(p)>1 and p[1]:
    28         p1=lengths[p[1].rev()]
    29     else:
    30         p1=-1
    31     lengths[i]=max(p0,p1)+1
    32 print lengths[N]