#!/usr/bin/perl use ExtUtils::MakeMaker; $Verbose = 1; $CC = 'g++ -Wno-deprecated '; # See lib/ExtUtils/MakeMaker.pm for details of how to influence # the contents of the Makefile that is written. WriteMakefile( 'NAME' => 'StorageManager', 'OBJECT' => 'StorageManager.o', 'VERSION_FROM' => 'StorageManager.pm', # finds $VERSION 'LIBS' => '-L. -L../ -L/apps/mysql/lib -L/apps/svit/mysql/lib -L../mysqlplus/l\ ib -L../diffutils-2.8.1/lib -L../patch-2.5.4 -L../diffutils-2.8.1/src -L../martin -lSt\ orage -lsqlplus -lmysqlclient -lDiff -ldiffutils -lPatch -lMartin -lstdc++ -lrt', #\ e.g., '-lm' 'DEFINE' => '', # e.g., '-DHAVE_SOMETHING' 'INC' => '-I/usr/include/mysql -I../diffutils-2.8.1/src -I../diffutils-2.8.1 -I.\ ./diffutils-2.8.1/lib -I../patch-2.5.4 -I../', # e.g., '-I/usr/include/other' 'CC' => $CC, 'LD' => '$(CC)', #'LINKTYPE' => 'static', 'XSPROTOARG' => '-noprototypes', 'TYPEMAPS' => 'perlobject.map' , 'realclean' => {'FILES' => 'perl'}, 'CFLAGS' => '', 'LDFLAGS' => '-L/usr/common/lib -Wl', # 'LDDLFLAGS' => '-shared -L/usr/common/lib', # 'CCFLAGS' =>'-D_BSD_TYPES -D_BSD_TIME -I/usr/common/include -DLANGUAGE_C', 'OPTIMIZE' => '-O2' );
Looking for algorithm to find minimum distance between any given 2 points in the following graph. (You can see pattern to extend it).
--------------------------------01------ ---------------------------------|------ ------------------------02------03------04------ -------------------------|-------.-------|------ ----------------05------06------07------08------09------ -----------------|-------.-------|-------.-------|------ --------10------11------12------13------14------15------16------ ---------|-------.-------|-------.-------|-------.-------|------ 17------18------19------20------21------22------23------24------25------ Note: You can travel between horizontal points (one unit). You can travel vertical only if there is | symbol. ie.. A. from 12 to 15 it is 3 unit minimum B. from 12 to 20 it is 1 unit minimum C. from 12 to 6 it is 3 unit minumum ( 12-13-07--06) Given above data, What would be the forumla to find the distance between any two points. Example: from 6 to 21 => Distance is 5. ( 6-7-13-12-20-21)
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Never Hardly ever Occasionally Fairly regularly Frequently
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