Searched refs:y1 (Results 26 - 34 of 34) sorted by relevance
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/osnet-11/usr/src/lib/libplot/t300/common/ |
H A D | subr.c | 100 dist2(int x1, int y1, int x2, int y2) argument 104 v = y1 - y2;
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/osnet-11/usr/src/lib/libplot/t450/common/ |
H A D | subr.c | 104 dist2(int x1, int y1, int x2, int y2) argument 108 v = y1 - y2;
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/osnet-11/usr/src/grub/grub-0.97/stage2/ |
H A D | graphics.c | 79 const int y1 = 30; variable 208 if (fonty + 1 < y1) 231 if (fonty + 1 < y1) 629 if (row >= y0 && row < y1) { 645 for (j = y0 + 1; j < y1; j++) { 653 graphics_gotoxy(x0, y1 - 1); 656 graphics_setxy(x0, y1 - 1);
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/osnet-11/usr/src/lib/libplot/t300s/common/ |
H A D | subr.c | 110 dist2(int x1, int y1, int x2, int y2) argument 114 v = y1 - y2;
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/osnet-11/usr/src/lib/libc/i386/gen/ |
H A D | _div64.s | 122 / uint32_t y0, y1; 133 / y1 = HI(y); 138 / /* if x >= y then q = 1 (note x1 >= y1) */ 139 / if (x1 > y1 || x0 >= y0) { 142 / A_SUB2(y0, y1, x0, x1); 163 / y1 = HI(dt); 173 / A_DIV32(x1, x2, y1, q0, x1); 183 / A_SUB2(y0, y1, t0, t1); 265 cmpl %ecx, %edx / y1, x1 406 / uint32_t y0, y1; [all...] |
/osnet-11/usr/src/cmd/perl/5.8.4/distrib/lib/Math/BigInt/ |
H A D | Calc.pm | 1661 my $y1 = _copy($c,$y); # make copy 1665 while (!_is_zero($c,$x1) && !_is_zero($c,$y1)) 1668 ($y1, $yr) = _div($c,$y1,$mask); 1696 my $y1 = _copy($c,$y); # make copy 1700 while (!_is_zero($c,$x1) && !_is_zero($c,$y1)) 1703 ($y1, $yr) = _div($c,$y1,$mask); 1717 _add($c,$x, _mul($c, $y1, $m) ) if !_is_zero($c,$y1); [all...] |
/osnet-11/usr/src/cmd/perl/5.8.4/distrib/lib/Math/ |
H A D | Complex.pm | 402 my ($x1, $y1) = @{$z1->cartesian}; 405 return (ref $z1)->make($x1*$x2-$y1*$y2, $x1*$y2+$y1*$x2); 407 return (ref $z1)->make($x1*$z2, $y1*$z2); 466 my ($x1, $y1) = @{$z1->cartesian}; 471 my $u = ($x1*$x2 + $y1*$y2)/$d; 472 my $v = ($y1*$x2 - $x1*$y2)/$d; 476 return (ref $z1)->make($x1/$z2, $y1/$z2);
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H A D | BigFloat.pm | 1669 # The following steps will transform 123.456 (in $x) into 123456 (in $y1) 1670 my $y1 = $MBI->_copy($x->{_m}); 1672 my $length = $MBI->_len($y1); 1674 # Now calculate how many digits the result of sqrt(y1) would have 1686 # We now make sure that $y1 has the same odd or even number of digits than 1687 # $x had. So when _e of $x is odd, we must shift $y1 by one digit left, 1694 $MBI->_lsft( $y1, $MBI->_new($s2), 10); 1697 $y1 = $MBI->_sqrt($y1); 1699 # By "shifting" $y1 righ [all...] |
H A D | BigRat.pm | 900 my $y1 = $MBI->new($y->{_n}/$y->{_d})->babs(); 902 while (!$y1->is_one()) 904 $pow2->bmul($x) if $y1->is_odd(); 905 $y1->bdiv($two);
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