(split) LDP: draft snapshot generated from latest ja.po files.

[linuxjm/LDP_man-pages.git] / draft / man3 / ctan.3

diff --git a/draft/man3/ctan.3 b/draft/man3/ctan.3
index ff67060..b8cc677 100644 (file)
--- a/draft/man3/ctan.3
+++ b/draft/man3/ctan.3
@@ -1,51 +1,33 @@
 .\" Copyright 2002 Walter Harms (walter.harms@informatik.uni-oldenburg.de)
 .\" Distributed under GPL
 .\"
-.\" Japanese Version Copyright (c) 2003  Akihiro MOTOKI
-.\"         all rights reserved.
-.\" Translated 2003-07-23, Akihiro MOTOKI <amotoki@dd.iij4u.or.jp>
-.\" Updated 2005-02-21, Akihiro MOTOKI
-.\" 
-.\"WORD:       sine            正弦
-.\"WORD:       cosine          余弦
-.\"WORD:       tangent         正接
-.\" 
-.TH CTAN 3 2008-08-11 "" "Linux Programmer's Manual"
-.\"O .SH NAME
-.\"O ctan, ctanf, ctanl \- complex tangent function
+.\"*******************************************************************
+.\"
+.\" This file was generated with po4a. Translate the source file.
+.\"
+.\"*******************************************************************
+.TH CTAN 3 2008\-08\-11 "" "Linux Programmer's Manual"
 .SH 名前
 ctan, ctanf, ctanl \- 複素数の正接 (tangent) 関数
-.\"O .SH SYNOPSIS
 .SH 書式
-.B #include <complex.h>
+\fB#include <complex.h>\fP
 .sp
-.BI "double complex ctan(double complex " z ");"
+\fBdouble complex ctan(double complex \fP\fIz\fP\fB);\fP
 .br
-.BI "float complex ctanf(float complex " z );
+\fBfloat complex ctanf(float complex \fP\fIz\fP\fB);\fP
 .br
-.BI "long double complex ctanl(long double complex " z ");"
+\fBlong double complex ctanl(long double complex \fP\fIz\fP\fB);\fP
 .sp
-.\"O Link with \fI\-lm\fP.
 \fI\-lm\fP でリンクする。
-.\"O .SH DESCRIPTION
 .SH 説明
-.\"O The complex tangent function is defined as:
 複素数の正接 (tangent) 関数 ctan(z) は以下のように定義される。
 .nf
 
     ctan(z) = csin(z) / ccos(z)
 .fi
-.\"O .SH VERSIONS
 .SH バージョン
-.\"O These functions first appeared in glibc in version 2.1.
 これらの関数は glibc バージョン 2.1 で初めて登場した。
-.\"O .SH "CONFORMING TO"
 .SH 準拠
 C99.
-.\"O .SH "SEE ALSO"
 .SH 関連項目
-.BR cabs (3),
-.BR catan (3),
-.BR ccos (3),
-.BR csin (3),
-.BR complex (7)
+\fBcabs\fP(3), \fBcatan\fP(3), \fBccos\fP(3), \fBcsin\fP(3), \fBcomplex\fP(7)