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author | William Joye <wjoye@cfa.harvard.edu> | 2017-10-17 19:50:58 (GMT) |
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committer | William Joye <wjoye@cfa.harvard.edu> | 2017-10-17 19:50:58 (GMT) |
commit | 9b7a6c3507ea3383c60aaecb29f873c9b590ccca (patch) | |
tree | 82ce31ebd8f46803d969034f5aa3db8d7974493c /tcl8.6/doc/mathop.n | |
parent | 87fca7325b97005eb44dcf3e198277640af66115 (diff) | |
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rm tcl/tk 8.6.7
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diff --git a/tcl8.6/doc/mathop.n b/tcl8.6/doc/mathop.n deleted file mode 100644 index 4c16d76..0000000 --- a/tcl8.6/doc/mathop.n +++ /dev/null @@ -1,310 +0,0 @@ -.\" -.\" Copyright (c) 2006-2007 Donal K. Fellows. -.\" -.\" See the file "license.terms" for information on usage and redistribution -.\" of this file, and for a DISCLAIMER OF ALL WARRANTIES. -.\" -.TH mathop n 8.5 Tcl "Tcl Mathematical Operator Commands" -.so man.macros -.BS -.\" Note: do not modify the .SH NAME line immediately below! -.SH NAME -mathop \- Mathematical operators as Tcl commands -.SH SYNOPSIS -package require \fBTcl 8.5\fR -.sp -\fB::tcl::mathop::!\fR \fInumber\fR -.br -\fB::tcl::mathop::~\fR \fInumber\fR -.br -\fB::tcl::mathop::+\fR ?\fInumber\fR ...? -.br -\fB::tcl::mathop::\-\fR \fInumber\fR ?\fInumber\fR ...? -.br -\fB::tcl::mathop::*\fR ?\fInumber\fR ...? -.br -\fB::tcl::mathop::/\fR \fInumber\fR ?\fInumber\fR ...? -.br -\fB::tcl::mathop::%\fR \fInumber number\fR -.br -\fB::tcl::mathop::**\fR ?\fInumber\fR ...? -.br -\fB::tcl::mathop::&\fR ?\fInumber\fR ...? -.br -\fB::tcl::mathop::|\fR ?\fInumber\fR ...? -.br -\fB::tcl::mathop::^\fR ?\fInumber\fR ...? -.br -\fB::tcl::mathop::<<\fR \fInumber number\fR -.br -\fB::tcl::mathop::>>\fR \fInumber number\fR -.br -\fB::tcl::mathop::==\fR ?\fIarg\fR ...? -.br -\fB::tcl::mathop::!=\fR \fIarg arg\fR -.br -\fB::tcl::mathop::<\fR ?\fIarg\fR ...? -.br -\fB::tcl::mathop::<=\fR ?\fIarg\fR ...? -.br -\fB::tcl::mathop::>=\fR ?\fIarg\fR ...? -.br -\fB::tcl::mathop::>\fR ?\fIarg\fR ...? -.br -\fB::tcl::mathop::eq\fR ?\fIarg\fR ...? -.br -\fB::tcl::mathop::ne\fR \fIarg arg\fR -.br -\fB::tcl::mathop::in\fR \fIarg list\fR -.br -\fB::tcl::mathop::ni\fR \fIarg list\fR -.sp -.BE -.SH DESCRIPTION -.PP -The commands in the \fB::tcl::mathop\fR namespace implement the same set of -operations as supported by the \fBexpr\fR command. All are exported from the -namespace, but are not imported into any other namespace by default. Note that -renaming, reimplementing or deleting any of the commands in the namespace does -\fInot\fR alter the way that the \fBexpr\fR command behaves, and nor does -defining any new commands in the \fB::tcl::mathop\fR namespace. -.PP -The following operator commands are supported: -.DS -.ta 2c 4c 6c 8c -\fB~\fR \fB!\fR \fB+\fR \fB\-\fR \fB*\fR -\fB/\fR \fB%\fR \fB**\fR \fB&\fR \fB|\fR -\fB^\fR \fB>>\fR \fB<<\fR \fB==\fR \fBeq\fR -\fB!=\fR \fBne\fR \fB<\fR \fB<=\fR \fB>\fR -\fB>=\fR \fBin\fR \fBni\fR -.DE -.SS "MATHEMATICAL OPERATORS" -.PP -The behaviors of the mathematical operator commands are as follows: -.TP -\fB!\fR \fIboolean\fR -. -Returns the boolean negation of \fIboolean\fR, where \fIboolean\fR may be any -numeric value or any other form of boolean value (i.e. it returns truth if the -argument is falsity or zero, and falsity if the argument is truth or -non-zero). -.TP -\fB+\fR ?\fInumber\fR ...? -. -Returns the sum of arbitrarily many arguments. Each \fInumber\fR argument may -be any numeric value. If no arguments are given, the result will be zero (the -summation identity). -.TP -\fB\-\fR \fInumber\fR ?\fInumber\fR ...? -. -If only a single \fInumber\fR argument is given, returns the negation of that -numeric value. Otherwise returns the number that results when all subsequent -numeric values are subtracted from the first one. All \fInumber\fR arguments -must be numeric values. At least one argument must be given. -.TP -\fB*\fR ?\fInumber\fR ...? -. -Returns the product of arbitrarily many arguments. Each \fInumber\fR may be -any numeric value. If no arguments are given, the result will be one (the -multiplicative identity). -.TP -\fB/\fR \fInumber\fR ?\fInumber\fR ...? -. -If only a single \fInumber\fR argument is given, returns the reciprocal of that -numeric value (i.e. the value obtained by dividing 1.0 by that value). -Otherwise returns the number that results when the first numeric argument is -divided by all subsequent numeric arguments. All \fInumber\fR arguments must -be numeric values. At least one argument must be given. -.RS -.PP -Note that when the leading values in the list of arguments are integers, -integer division will be used for those initial steps (i.e. the intermediate -results will be as if the functions \fIfloor\fR and \fIint\fR are applied to -them, in that order). If all values in the operation are integers, the result -will be an integer. -.RE -.TP -\fB%\fR \fInumber number\fR -. -Returns the integral modulus (i.e., remainder) of the first argument -with respect to the second. -Each \fInumber\fR must have an integral value. -Also, the sign of the result will be the same as the sign of the second -\fInumber\fR, which must not be zero. -.RS -.PP -Note that Tcl defines this operation exactly even for negative numbers, so -that the following command returns a true value (omitting the namespace for -clarity): -.PP -.CS -\fB==\fR [\fB*\fR [\fB/\fI x y\fR] \fIy\fR] [\fB\-\fI x\fR [\fB%\fI x y\fR]] -.CE -.RE -.TP -\fB**\fR ?\fInumber\fR ...? -. -Returns the result of raising each value to the power of the result of -recursively operating on the result of processing the following arguments, so -.QW "\fB** 2 3 4\fR" -is the same as -.QW "\fB** 2 [** 3 4]\fR" . -Each \fInumber\fR may be -any numeric value, though the second number must not be fractional if the -first is negative. If no arguments are given, the result will be one, and if -only one argument is given, the result will be that argument. The -result will have an integral value only when all arguments are -integral values. -.SS "COMPARISON OPERATORS" -.PP -The behaviors of the comparison operator commands (most of which operate -preferentially on numeric arguments) are as follows: -.TP -\fB==\fR ?\fIarg\fR ...? -. -Returns whether each argument is equal to the arguments on each side of it in -the sense of the \fBexpr\fR == operator (\fIi.e.\fR, numeric comparison if -possible, exact string comparison otherwise). If fewer than two arguments -are given, this operation always returns a true value. -.TP -\fBeq\fR ?\fIarg\fR ...? -. -Returns whether each argument is equal to the arguments on each side of it -using exact string comparison. If fewer than two arguments are given, this -operation always returns a true value. -.TP -\fB!=\fR \fIarg arg\fR -. -Returns whether the two arguments are not equal to each other, in the sense of -the \fBexpr\fR != operator (\fIi.e.\fR, numeric comparison if possible, exact -string comparison otherwise). -.TP -\fBne\fR \fIarg arg\fR -. -Returns whether the two arguments are not equal to each other using exact -string comparison. -.TP -\fB<\fR ?\fIarg\fR ...? -. -Returns whether the arbitrarily-many arguments are ordered, with each argument -after the first having to be strictly more than the one preceding it. -Comparisons are performed preferentially on the numeric values, and are -otherwise performed using UNICODE string comparison. If fewer than two -arguments are present, this operation always returns a true value. When the -arguments are numeric but should be compared as strings, the \fBstring -compare\fR command should be used instead. -.TP -\fB<=\fR ?\fIarg\fR ...? -. -Returns whether the arbitrarily-many arguments are ordered, with each argument -after the first having to be equal to or more than the one preceding it. -Comparisons are performed preferentially on the numeric values, and are -otherwise performed using UNICODE string comparison. If fewer than two -arguments are present, this operation always returns a true value. When the -arguments are numeric but should be compared as strings, the \fBstring -compare\fR command should be used instead. -.TP -\fB>\fR ?\fIarg\fR ...? -. -Returns whether the arbitrarily-many arguments are ordered, with each argument -after the first having to be strictly less than the one preceding it. -Comparisons are performed preferentially on the numeric values, and are -otherwise performed using UNICODE string comparison. If fewer than two -arguments are present, this operation always returns a true value. When the -arguments are numeric but should be compared as strings, the \fBstring -compare\fR command should be used instead. -.TP -\fB>=\fR ?\fIarg\fR ...? -. -Returns whether the arbitrarily-many arguments are ordered, with each argument -after the first having to be equal to or less than the one preceding it. -Comparisons are performed preferentially on the numeric values, and are -otherwise performed using UNICODE string comparison. If fewer than two -arguments are present, this operation always returns a true value. When the -arguments are numeric but should be compared as strings, the \fBstring -compare\fR command should be used instead. -.SS "BIT-WISE OPERATORS" -.PP -The behaviors of the bit-wise operator commands (all of which only operate on -integral arguments) are as follows: -.TP -\fB~\fR \fInumber\fR -. -Returns the bit-wise negation of \fInumber\fR. \fINumber\fR may be an integer -of any size. Note that the result of this operation will always have the -opposite sign to the input \fInumber\fR. -.TP -\fB&\fR ?\fInumber\fR ...? -. -Returns the bit-wise AND of each of the arbitrarily many arguments. Each -\fInumber\fR must have an integral value. If no arguments are given, the -result will be minus one. -.TP -\fB|\fR ?\fInumber\fR ...? -. -Returns the bit-wise OR of each of the arbitrarily many arguments. Each -\fInumber\fR must have an integral value. If no arguments are given, the -result will be zero. -.TP -\fB^\fR ?\fInumber\fR ...? -. -Returns the bit-wise XOR of each of the arbitrarily many arguments. Each -\fInumber\fR must have an integral value. If no arguments are given, the -result will be zero. -.TP -\fB<<\fR \fInumber number\fR -. -Returns the result of bit-wise shifting the first argument left by the -number of bits specified in the second argument. Each \fInumber\fR -must have an integral value. -.TP -\fB>>\fR \fInumber number\fR -. -Returns the result of bit-wise shifting the first argument right by -the number of bits specified in the second argument. Each \fInumber\fR -must have an integral value. -.SS "LIST OPERATORS" -.PP -The behaviors of the list-oriented operator commands are as follows: -.TP -\fBin\fR \fIarg list\fR -. -Returns whether the value \fIarg\fR is present in the list \fIlist\fR -(according to exact string comparison of elements). -.TP -\fBni\fR \fIarg list\fR -. -Returns whether the value \fIarg\fR is not present in the list \fIlist\fR -(according to exact string comparison of elements). -.SH EXAMPLES -.PP -The simplest way to use the operators is often by using \fBnamespace path\fR -to make the commands available. This has the advantage of not affecting the -set of commands defined by the current namespace. -.PP -.CS -namespace path {\fB::tcl::mathop\fR ::tcl::mathfunc} - -\fI# Compute the sum of some numbers\fR -set sum [\fB+\fR 1 2 3] - -\fI# Compute the average of a list\fR -set list {1 2 3 4 5 6} -set mean [\fB/\fR [\fB+\fR {*}$list] [double [llength $list]]] - -\fI# Test for list membership\fR -set gotIt [\fBin\fR 3 $list] - -\fI# Test to see if a value is within some defined range\fR -set inRange [\fB<=\fR 1 $x 5] - -\fI# Test to see if a list is sorted\fR -set sorted [\fB<=\fR {*}$list] -.CE -.SH "SEE ALSO" -expr(n), mathfunc(n), namespace(n) -.SH KEYWORDS -command, expression, operator -'\" Local Variables: -'\" mode: nroff -'\" End: |