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| author | Daniel Baumann <daniel.baumann@progress-linux.org> | 2024-04-07 09:06:44 +0000 |
|---|---|---|
| committer | Daniel Baumann <daniel.baumann@progress-linux.org> | 2024-04-07 09:06:44 +0000 |
| commit | ed5640d8b587fbcfed7dd7967f3de04b37a76f26 (patch) | |
| tree | 7a5f7c6c9d02226d7471cb3cc8fbbf631b415303 /helpcontent2/source/text/smath/01/03091507.xhp | |
| parent | Initial commit. (diff) | |
| download | libreoffice-upstream/4%7.4.7.tar.xz libreoffice-upstream/4%7.4.7.zip | |
Adding upstream version 4:7.4.7.upstream/4%7.4.7upstream
Signed-off-by: Daniel Baumann <daniel.baumann@progress-linux.org>
Diffstat (limited to 'helpcontent2/source/text/smath/01/03091507.xhp')
| -rw-r--r-- | helpcontent2/source/text/smath/01/03091507.xhp | 360 |
1 files changed, 360 insertions, 0 deletions
diff --git a/helpcontent2/source/text/smath/01/03091507.xhp b/helpcontent2/source/text/smath/01/03091507.xhp new file mode 100644 index 000000000..7909a0d03 --- /dev/null +++ b/helpcontent2/source/text/smath/01/03091507.xhp @@ -0,0 +1,360 @@ +<?xml version="1.0" encoding="UTF-8"?> +<!-- + * This file is part of the LibreOffice project. + * + * This Source Code Form is subject to the terms of the Mozilla Public + * License, v. 2.0. If a copy of the MPL was not distributed with this + * file, You can obtain one at http://mozilla.org/MPL/2.0/. + * + * This file incorporates work covered by the following license notice: + * + * Licensed to the Apache Software Foundation (ASF) under one or more + * contributor license agreements. See the NOTICE file distributed + * with this work for additional information regarding copyright + * ownership. The ASF licenses this file to you under the Apache + * License, Version 2.0 (the "License"); you may not use this file + * except in compliance with the License. You may obtain a copy of + * the License at http://www.apache.org/licenses/LICENSE-2.0 . + --> +<helpdocument version="1.0"> +<meta> +<topic id="textsmath0103091507xml" indexer="include" status="PUBLISH"> +<title id="tit" xml-lang="en-US">Others</title> +<filename>/text/smath/01/03091507.xhp</filename> +</topic> +</meta> +<body> +<bookmark xml-lang="en-US" branch="index" id="bm_id3156617"><bookmark_value>other operators;list of</bookmark_value> +</bookmark> +<h1 id="hd_id6469313"><variable id="others"><link href="text/smath/01/03091507.xhp" name="Others">Others</link> +</variable></h1> +<table id="tbl_id3162043"> +<tablerow> +<tablecell> +<paragraph role="tablehead" id="par_idN126E6" xml-lang="en-US">Typed command(s)</paragraph> +</tablecell> +<tablecell> +<paragraph role="tablehead" id="par_id3162086" xml-lang="en-US">Symbol in Elements pane</paragraph> +</tablecell> +<tablecell> +<paragraph role="tablehead" id="par_id3162156" xml-lang="en-US">Meaning</paragraph> +</tablecell> +</tablerow> +<tablerow> +<tablecell> +<paragraph role="tablecontent" id="par_idN12702" xml-lang="en-US" localize="false"> +<literal><?></literal> +</paragraph> +</tablecell> +<tablecell /> +<tablecell> +<paragraph role="tablecontent" id="par_id3180602" xml-lang="en-US">Placeholder</paragraph> +</tablecell> +</tablerow> +<tablerow> +<tablecell> +<paragraph role="tablecontent" id="par_idN12719" xml-lang="en-US" localize="false"> +<literal>dotsaxis</literal> +</paragraph> +</tablecell> +<tablecell> +<paragraph role="tablecontent" id="par_id3179931" xml-lang="en-US"> +<image id="img_id3179937" src="media/helpimg/starmath/mi22008.svg" width="1cm" height="1cm"><alt id="alt_id3179937" xml-lang="en-US">Icon</alt> + </image></paragraph> +</tablecell> +<tablecell> +<paragraph role="tablecontent" id="par_id3180051" xml-lang="en-US">Math-axis ellipsis</paragraph> +</tablecell> +</tablerow> +<tablerow> +<tablecell> +<paragraph role="tablecontent" id="par_idN1274F" xml-lang="en-US" localize="false"> +<literal>dotsdown</literal> +</paragraph> +</tablecell> +<tablecell> +<paragraph role="tablecontent" id="par_id3180374" xml-lang="en-US"> +<image id="img_id3180380" src="media/helpimg/starmath/mi22010.svg" width="1cm" height="1cm"><alt id="alt_id3180380" xml-lang="en-US">Icon</alt> + </image></paragraph> +</tablecell> +<tablecell> +<paragraph role="tablecontent" id="par_id3180494" xml-lang="en-US">Downward diagonal ellipsis</paragraph> +</tablecell> +</tablerow> +<tablerow> +<tablecell> +<paragraph role="tablecontent" id="par_idN12785" xml-lang="en-US" localize="false"> +<literal>dotslow</literal> +</paragraph> +</tablecell> +<tablecell> +<paragraph role="tablecontent" id="par_id3179784" xml-lang="en-US"> +<image id="img_id3179790" src="media/helpimg/starmath/mi22011.svg" width="1cm" height="1cm"><alt id="alt_id3179790" xml-lang="en-US">Icon</alt> + </image></paragraph> +</tablecell> +<tablecell> +<paragraph role="tablecontent" id="par_id3179904" xml-lang="en-US">Ellipsis</paragraph> +</tablecell> +</tablerow> +<tablerow> +<tablecell> +<paragraph role="tablecontent" id="par_idN127BB" xml-lang="en-US"> +<literal>dotsup</literal> or <literal>dotsdiag</literal> +</paragraph> +</tablecell> +<tablecell> +<paragraph role="tablecontent" id="par_id3180078" xml-lang="en-US"> +<image id="img_id3180085" src="media/helpimg/starmath/mi22009.svg" width="1cm" height="1cm"><alt id="alt_id3180085" xml-lang="en-US">Icon</alt> + </image></paragraph> +</tablecell> +<tablecell> +<paragraph role="tablecontent" id="par_id3180198" xml-lang="en-US">Upward diagonal ellipsis</paragraph> +</tablecell> +</tablerow> +<tablerow> +<tablecell> +<paragraph role="tablecontent" id="par_idN127F5" xml-lang="en-US" localize="false"> +<literal>dotsvert</literal> +</paragraph> +</tablecell> +<tablecell> +<paragraph role="tablecontent" id="par_id3180226" xml-lang="en-US"> +<image id="img_id3180233" src="media/helpimg/starmath/mi22012.svg" width="1cm" height="1cm"><alt id="alt_id3180233" xml-lang="en-US">Icon</alt> + </image></paragraph> +</tablecell> +<tablecell> +<paragraph role="tablecontent" id="par_id3180346" xml-lang="en-US">Vertical ellipsis</paragraph> +</tablecell> +</tablerow> +<tablerow> +<tablecell> +<paragraph role="tablecontent" id="par_idN1282B" xml-lang="en-US" localize="false"> +<literal>downarrow</literal> +</paragraph> +</tablecell> +<tablecell> +<paragraph role="tablecontent" id="par_id3179636" xml-lang="en-US"> +<image id="img_id3179643" src="media/helpimg/starmath/mi22019.svg" width="1cm" height="1cm"><alt id="alt_id3179643" xml-lang="en-US">Icon</alt> + </image></paragraph> +</tablecell> +<tablecell> +<paragraph role="tablecontent" id="par_id3179757" xml-lang="en-US">Down arrow</paragraph> +</tablecell> +</tablerow> +<tablerow> +<tablecell> +<paragraph role="tablecontent" id="par_idN12861" xml-lang="en-US" localize="false"> +<literal>exists</literal> +</paragraph> +</tablecell> +<tablecell> +<paragraph role="tablecontent" id="par_id3162627" xml-lang="en-US"> +<image id="img_id3162633" src="media/helpimg/starmath/mi21608.svg" width="1cm" height="1cm"><alt id="alt_id3162633" xml-lang="en-US">Icon</alt> + </image></paragraph> +</tablecell> +<tablecell> +<paragraph role="tablecontent" id="par_id3162747" xml-lang="en-US">Existential quantifier, there is at least one</paragraph> +</tablecell> +</tablerow> +<tablerow> +<tablecell> +<paragraph role="tablecontent" id="par_idAN12861" xml-lang="en-US" localize="false"> +<literal>notexists</literal> +</paragraph> +</tablecell> +<tablecell> +<paragraph role="tablecontent" id="par_idA3162627" xml-lang="en-US"> +<image id="img_idA3162633" src="media/helpimg/starmath/mi21618.svg" width="1cm" height="1cm"><alt id="alt_idA3162633" xml-lang="en-US">Icon</alt> + </image></paragraph> +</tablecell> +<tablecell> +<paragraph role="tablecontent" id="par_idA3162747" xml-lang="en-US">Existential quantifier, there does not exist</paragraph> +</tablecell> +</tablerow> +<tablerow> +<tablecell> +<paragraph role="tablecontent" id="par_idN12897" xml-lang="en-US" localize="false"> +<literal>forall</literal> +</paragraph> +</tablecell> +<tablecell> +<paragraph role="tablecontent" id="par_id3162775" xml-lang="en-US"> +<image id="img_id3162781" src="media/helpimg/starmath/mi21612.svg" width="1cm" height="1cm"><alt id="alt_id3162781" xml-lang="en-US">Icon</alt> + </image></paragraph> +</tablecell> +<tablecell> +<paragraph role="tablecontent" id="par_id3162895" xml-lang="en-US">Universal quantifier, for all</paragraph> +</tablecell> +</tablerow> +<tablerow> +<tablecell> +<paragraph role="tablecontent" id="par_idN128CD" xml-lang="en-US" localize="false"> +<literal>hbar</literal> +</paragraph> +</tablecell> +<tablecell> +<paragraph role="tablecontent" id="par_id3162922" xml-lang="en-US"> +<image id="img_id3178464" src="media/helpimg/starmath/mi22014.svg" width="1cm" height="1cm"><alt id="alt_id3178464" xml-lang="en-US">Icon</alt> + </image></paragraph> +</tablecell> +<tablecell> +<paragraph role="tablecontent" id="par_id3178578" xml-lang="en-US">h with line over it</paragraph> +</tablecell> +</tablerow> +<tablerow> +<tablecell> +<paragraph role="tablecontent" id="par_idN12903" xml-lang="en-US" localize="false"> +<literal>im</literal> +</paragraph> +</tablecell> +<tablecell> +<paragraph role="tablecontent" id="par_id3178900" xml-lang="en-US"> +<image id="img_id3178906" src="media/helpimg/starmath/mi22004.svg" width="1cm" height="1cm"><alt id="alt_id3178906" xml-lang="en-US">Icon</alt> + </image></paragraph> +</tablecell> +<tablecell> +<paragraph role="tablecontent" id="par_id3179020" xml-lang="en-US">Imaginary part of a complex number</paragraph> +</tablecell> +</tablerow> +<tablerow> +<tablecell> +<paragraph role="tablecontent" id="par_idN12939" xml-lang="en-US"> +<literal>infinity</literal> or <literal>infty</literal> +</paragraph> +</tablecell> +<tablecell> +<paragraph role="tablecontent" id="par_id3162185" xml-lang="en-US"> +<image id="img_id3162192" src="media/helpimg/starmath/mi22005.svg" width="1cm" height="1cm"><alt id="alt_id3162192" xml-lang="en-US">Icon</alt> + </image></paragraph> +</tablecell> +<tablecell> +<paragraph role="tablecontent" id="par_id3162305" xml-lang="en-US">Infinite</paragraph> +</tablecell> +</tablerow> +<tablerow> +<tablecell> +<paragraph role="tablecontent" id="par_idN12973" xml-lang="en-US" localize="false"> +<literal>lambdabar</literal> +</paragraph> +</tablecell> +<tablecell> +<paragraph role="tablecontent" id="par_id3178604" xml-lang="en-US"> +<image id="img_id3178611" src="media/helpimg/starmath/mi22015.svg" width="1cm" height="1cm"><alt id="alt_id3178611" xml-lang="en-US">Icon</alt> + </image></paragraph> +</tablecell> +<tablecell> +<paragraph role="tablecontent" id="par_id3178724" xml-lang="en-US">Lambda with line over it</paragraph> +</tablecell> +</tablerow> +<tablerow> +<tablecell> +<paragraph role="tablecontent" id="par_idN129A9" xml-lang="en-US" localize="false"> +<literal>leftarrow</literal> +</paragraph> +</tablecell> +<tablecell> +<paragraph role="tablecontent" id="par_id3179195" xml-lang="en-US"> +<image id="img_id3179201" src="media/helpimg/starmath/mi22016.svg" width="1cm" height="1cm"><alt id="alt_id3179201" xml-lang="en-US">Icon</alt> + </image></paragraph> +</tablecell> +<tablecell> +<paragraph role="tablecontent" id="par_id3179315" xml-lang="en-US">Left arrow</paragraph> +</tablecell> +</tablerow> +<tablerow> +<tablecell> +<paragraph role="tablecontent" id="par_idN129DF" xml-lang="en-US" localize="false"> +<literal>nabla</literal> +</paragraph> +</tablecell> +<tablecell> +<paragraph role="tablecontent" id="par_id3162480" xml-lang="en-US"> +<image id="img_id3162486" src="media/helpimg/starmath/mi22013.svg" width="1cm" height="1cm"><alt id="alt_id3162486" xml-lang="en-US">Icon</alt> + </image></paragraph> +</tablecell> +<tablecell> +<paragraph role="tablecontent" id="par_id3162600" xml-lang="en-US">Nabla vector</paragraph> +</tablecell> +</tablerow> +<tablerow> +<tablecell> +<paragraph role="tablecontent" id="par_idN12A15" xml-lang="en-US" localize="false"> +<literal>partial</literal> +</paragraph> +</tablecell> +<tablecell> +<paragraph role="tablecontent" id="par_id3162332" xml-lang="en-US"> +<image id="img_id3162339" src="media/helpimg/starmath/mi22006.svg" width="1cm" height="1cm"><alt id="alt_id3162339" xml-lang="en-US">Icon</alt> + </image></paragraph> +</tablecell> +<tablecell> +<paragraph role="tablecontent" id="par_id3162452" xml-lang="en-US">Partial derivative or set margin</paragraph> +</tablecell> +</tablerow> +<tablerow> +<tablecell> +<paragraph role="tablecontent" id="par_idN12A4B" xml-lang="en-US" localize="false"> +<literal>re</literal> +</paragraph> +</tablecell> +<tablecell> +<paragraph role="tablecontent" id="par_id3178752" xml-lang="en-US"> +<image id="img_id3178759" src="media/helpimg/starmath/mi22003.svg" width="1cm" height="1cm"><alt id="alt_id3178759" xml-lang="en-US">Icon</alt> + </image></paragraph> +</tablecell> +<tablecell> +<paragraph role="tablecontent" id="par_id3178872" xml-lang="en-US">Real part of a complex number</paragraph> +</tablecell> +</tablerow> +<tablerow> +<tablecell> +<paragraph role="tablecontent" id="par_idN12A81" xml-lang="en-US" localize="false"> +<literal>rightarrow</literal> +</paragraph> +</tablecell> +<tablecell> +<paragraph role="tablecontent" id="par_id3179342" xml-lang="en-US"> +<image id="img_id3179349" src="media/helpimg/starmath/mi22017.svg" width="1cm" height="1cm"><alt id="alt_id3179349" xml-lang="en-US">Icon</alt> + </image></paragraph> +</tablecell> +<tablecell> +<paragraph role="tablecontent" id="par_id3179462" xml-lang="en-US">Right arrow</paragraph> +</tablecell> +</tablerow> +<tablerow> +<tablecell> +<paragraph role="tablecontent" id="par_idN12AB7" xml-lang="en-US" localize="false"> +<literal>uparrow</literal> +</paragraph> +</tablecell> +<tablecell> +<paragraph role="tablecontent" id="par_id3179489" xml-lang="en-US"> +<image id="img_id3179496" src="media/helpimg/starmath/mi22018.svg" width="1cm" height="1cm"><alt id="alt_id3179496" xml-lang="en-US">Icon</alt> + </image></paragraph> +</tablecell> +<tablecell> +<paragraph role="tablecontent" id="par_id3179610" xml-lang="en-US">Up arrow</paragraph> +</tablecell> +</tablerow> +<tablerow> +<tablecell> +<paragraph role="tablecontent" id="par_idN12AED" xml-lang="en-US" localize="false"> +<literal>wp</literal> +</paragraph> +</tablecell> +<tablecell> +<paragraph role="tablecontent" id="par_id3179047" xml-lang="en-US"> +<image id="img_id3179054" src="media/helpimg/starmath/mi22007.svg" width="1cm" height="1cm"><alt id="alt_id3179054" xml-lang="en-US">Icon</alt> + </image></paragraph> +</tablecell> +<tablecell> +<paragraph role="tablecontent" id="par_id3179167" xml-lang="en-US">p function, Weierstrass p</paragraph> +</tablecell> +</tablerow> +</table> +<section id="relatedtopics"> +<embed href="text/smath/01/03091600.xhp#other"/> +<embed href="text/smath/01/03091500.xhp#reference"/> +</section> +</body> +</helpdocument> |