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# Test ->slice(). This is not yet good enough: we need
# nasty test cases,
use PDL::LiteF;
# kill INT,$$ if $ENV{UNDER_DEBUGGER}; # Useful for debugging.
# PDL::Core::set_debugging(1);
sub ok {
my $no = shift ;
my $result = shift ;
print "not " unless $result ;
print "ok $no\n" ;
}
sub approx {
my($a,$b) = @_;
$c = abs($a-$b);
$d = max($c);
$d < 0.01;
}
print "1..33\n";
if(1) {
{
$a = (1+(xvals zeroes 4,5) + 10*(yvals zeroes 4,5));
print "FOO\n";
print $a;
print "BAR\n";
ok(1,$a->at(2,2) == 23);
$b = $a->slice('1:3:2,2:4:2');
# print $a; print $b;
ok(2,$b->at(0,0) == 22);
ok(3,$b->at(1,0) == 24);
ok(4,$b->at(0,1) == 42);
ok(5,$b->at(1,1) == 44);
$b .= 0.5 * double ones(2,2);
print $a;
ok(6,$a->at(2,2) == 23); # Check that nothing happened to other elems
ok(7,$a->at(1,2) == 0.5);
$a = pdl (1,2);
$b = pdl [[1,2],[1,2],[1,2]];
$c = $a->slice(',*3');
print $a,$b,$c;
# $c = $a->dummy(1,3);
sumover($c->clump(-1),($sum=null));
# check dimensions, sum of elements and correct order of els (using approx)
ok(8,approx($b,$c));
ok(9,$sum->at == 9);
ok(10,(join ',',$c->dims) eq "2,3");
$b = pdl [[1,1,1],[2,2,2]];
$c = $a->slice('*3,');
sumover($c->clump(-1),($sum=null));
# check dimensions, sum of elements and correct order of els (using approx)
ok(11,approx($b,$c));
ok(12,$sum->at == 9);
ok(13,(join ',',$c->dims) eq "3,2");
ok(14,1); # test 14 moved to it's own script; too lazy to renumber
}
# test stringify
$a = zeroes(3,3);
$line = $a->slice(':,(0)');
$a++;
# $line += 0; # that's how to force an update before interpolation
$linepr = "$line";
ok(15,$linepr eq '[1 1 1]');
# Test whether error is properly returned:
$b = zeroes(5,3,3);
$c = $b->slice(":,:,1");
ok(16,(join ',',$c->dims) eq "5,3,1");
eval {my $d = $c->slice(":,:,2"); print $d;};
print "ERROR WAS: '$@'\n";
ok(17,$@ =~ /Slice cannot start or end/i);
$a = zeroes 3,3;
print $a;
$b = $a->slice("1,1:2");
# print $b;
kill INT,$$ if $ENV{UNDER_DEBUGGER}; # Useful for debugging.
$b .= 1;
print $b;
print $a;
if(1) {
$a = xvals zeroes 20,20;
print $a;
kill INT,$$ if $ENV{UNDER_DEBUGGER}; # Useful for debugging.
$b = $a->slice("1:18:2,:");
$c = $b->slice(":,1:18:2");
$d = $c->slice("3:5,:");
$e = $d->slice(":,(0)");
$f = $d->slice(":,(1)");
kill INT,$$ if $ENV{UNDER_DEBUGGER}; # Useful for debugging.
print "TOPRINT\n";
# print $b;
print $e,$f;
print $d,$c,$b,$a;
ok(18,"$e" eq "[7 9 11]");
ok(19,"$f" eq "[7 9 11]");
}
}
# Make sure that vaffining is properly working:
$a = zeroes 5,6,2;
$b = (xvals $a) + 0.1 * (yvals $a) + 0.01 * (zvals $a);
$b = $b->copy;
print $b;
$c = $b->slice("2:3");
$d = $c->copy;
# $c->dump;
# $d->dump;
$e = $c-$d;
print $e;
print $c;
print $d;
# $c->dump; $d->dump;
ok(20,(max(abs($e))) == 0);
print "OUTOUTOUT!\n";
use PDL::Dbg;
$im = byte [[0,1,255],[0,0,0],[1,1,1]];
($im1 = null) .= $im->dummy(0,3);
# print("1..2\n");
print $im1;
print ($im2 = $im1->clump(2)->slice(':,0:2')->px);
ok(21,!approx(ones(byte,9,3),$im2));
# here we encounter the problem
print ($im2 = $im1->clump(2)->slice(':,-1:0')->px);
ok(22,!approx(ones(byte,9,3),$im2));
$a = xvals( zeroes 10,10) + 0.1*yvals(zeroes 10,10);
ok(23, approx($a->mslice('X',[6,7]),pdl([
[0.6, 1.6, 2.6, 3.6, 4.6, 5.6, 6.6, 7.6, 8.6, 9.6],
[0.7, 1.7, 2.7, 3.7, 4.7, 5.7, 6.7, 7.7, 8.7, 9.7]
])));
$lut = pdl [[1,0],[0,1]];
$im = pdl [1];
$in = $lut->xchg(0,1)->index($im->dummy(0));
ok(24, approx($in,pdl([0,1])));
$in .= pdl 1;
ok(25, approx($in,pdl([1,1])));
ok(26, approx($lut,pdl([[1,0],[1,1]])));
# can we catch indices which are to negative
$a = PDL->sequence(10);
$b = $a->slice('0:-10');
ok(27, approx($b,pdl([0])));
$b = $a->slice('0:-14');
eval 'print $b';
ok(28, $@ =~ /Negative slice cannot start or end above limit/);
# Test of dice and dice_axis
$a = sequence(10,4);
ok(29, approx( $a->dice([1,2],[0,3])->sum , pdl(66) ) );
# Test of Reorder:
$a = sequence(5,3,2);
@newDimOrder = (2,1,0);
$b = $a->reorder(@newDimOrder);
ok(30, approx($b->average->average->sum , pdl(72.5) ) );
$a = zeroes(3,4);
$b = $a->dummy(-1,2);
ok(31,join(',',$b->dims) eq '3,4,2');
$a = pdl(2);
print "a\n";
$b = $a->slice('');
ok(32,approx $a, $b);
$a = pdl[1,1,1,3,3,4,4,1,1,2];
$b = null;
$c = null;
rle($a,$b,$c);
ok(33,approx $a, rld($b,$c));
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