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+.\" ========================================================================
+.\"
+.IX Title "funcombine 7"
+.TH funcombine 7 "April 14, 2011" "version 1.4.5" "SAORD Documentation"
+.SH "NAME"
+FunCombine \- Combining Region and Table Filters
+.SH "SYNOPSIS"
+.IX Header "SYNOPSIS"
+This document discusses the conventions for combining region and table
+filters, especially with regards to the comma operator.
+.SH "DESCRIPTION"
+.IX Header "DESCRIPTION"
+\&\fBComma Conventions\fR
+.PP
+Filter specifications consist of a series of boolean expressions,
+separated by commas. These expressions can be table filters,
+spatial region filters, or combinations thereof. Unfortunately,
+common usage requires that the comma operator must act differently
+in different situations. Therefore, while its use is intuitive in
+most cases, commas can be a source of confusion.
+.PP
+According to long-standing usage in \s-1IRAF\s0, when a comma separates two
+table filters, it takes on the meaning of a boolean \fBand\fR. Thus:
+.PP
+.Vb 1
+\& foo.fits[pha==1,pi==2]
+.Ve
+.PP
+is equivalent to:
+.PP
+.Vb 1
+\& foo.fits[pha==1 && pi==2]
+.Ve
+.PP
+When a comma separates two spatial region filters, however, it has
+traditionally taken on the meaning of a boolean \fBor\fR. Thus:
+.PP
+.Vb 1
+\& foo.fits[circle(10,10,3),ellipse(20,20,8,5)]
+.Ve
+.PP
+is equivalent to:
+.PP
+.Vb 1
+\& foo.fits[circle(10,10,3) || ellipse(20,20,8,5)]
+.Ve
+.PP
+(except that in the former case, each region is given a unique id
+in programs such as funcnts).
+.PP
+Region and table filters can be combined:
+.PP
+.Vb 1
+\& foo.fits[circle(10,10,3),pi=1:5]
+.Ve
+.PP
+or even:
+.PP
+.Vb 1
+\& foo.fits[pha==1&&circle(10,10,3),pi==2&&ellipse(20,20,8,5)]
+.Ve
+.PP
+In these cases, it is not obvious whether the command should utilize an
+\&\fBor\fR or \fBand\fR operator. We therefore arbitrarily chose to
+implement the following rule:
+.IP "\(bu" 4
+if both expressions contain a region, the operator used is \fBor\fR.
+.IP "\(bu" 4
+if one (or both) expression(s) does not contain a region, the operator
+used is \fBand\fR.
+.PP
+This rule handles the cases of pure regions and pure column filters properly.
+It unambiguously assigns the boolean \fBand\fR to all mixed cases. Thus:
+.PP
+.Vb 1
+\& foo.fits[circle(10,10,3),pi=1:5]
+.Ve
+.PP
+and
+.PP
+.Vb 1
+\& foo.fits[pi=1:5,circle(10,10,3)]
+.Ve
+.PP
+both are equivalent to:
+.PP
+.Vb 1
+\& foo.fits[circle(10,10,3) && pi=1:5]
+.Ve
+.PP
+[\s-1NB:\s0 This arbitrary rule \fBreplaces the previous arbitrary rule\fR
+(pre\-funtools 1.2.3) which stated:
+.IP "\(bu" 4
+if the 2nd expression contains a region, the operator used is \fBor\fR.
+.IP "\(bu" 4
+if the 2nd expression does not contain a region, the operator
+used is \fBand\fR.
+.PP
+In that scenario, the \fBor\fR operator was implied by:
+.PP
+.Vb 1
+\& pha==4,circle 5 5 1
+.Ve
+.PP
+while the \fBand\fR operator was implied by
+.PP
+.Vb 1
+\& circle 5 5 1,pha==4
+.Ve
+.PP
+Experience showed that this non-commutative treatment of the comma
+operator was confusing and led to unexpected results.]
+.PP
+The comma rule must be considered provisional: comments and complaints
+are welcome to help clarify the matter. Better still, we recommend
+that the comma operator be avoided in such cases in favor of an
+explicit boolean operator.
+.SH "SEE ALSO"
+.IX Header "SEE ALSO"
+See funtools(7) for a list of Funtools help pages