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<span class="id" title="keyword">From</span> <span class="id" title="var">ABS</span> <span class="id" title="keyword">Require</span> <span class="id" title="keyword">Import</span> <a class="idref" href="ABS.abs_defs.html#"><span class="id" title="library">abs_defs</span></a>.<br/> | ||
<span class="id" title="keyword">From</span> <span class="id" title="var">Coq</span> <span class="id" title="keyword">Require</span> <span class="id" title="keyword">Import</span> <a class="idref" href="http://coq.inria.fr/distrib/V8.18.0/stdlib//Coq.Lists.List.html#"><span class="id" title="library">List</span></a>.<br/> | ||
<span class="id" title="keyword">Import</span> <a class="idref" href="http://coq.inria.fr/distrib/V8.18.0/stdlib//Coq.Lists.List.html#ListNotations"><span class="id" title="module">ListNotations</span></a>.<br/> | ||
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<div class="doc"> | ||
<a id="lab2"></a><h1 class="section">ABS Functional Metatheory</h1> | ||
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</div> | ||
<div class="code"> | ||
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<br/> | ||
<span class="id" title="keyword">Definition</span> <a id="subG" class="idref" href="#subG"><span class="id" title="definition">subG</span></a> (<a id="G1:1" class="idref" href="#G1:1"><span class="id" title="binder">G1</span></a> <a id="G2:2" class="idref" href="#G2:2"><span class="id" title="binder">G2</span></a> : <a class="idref" href="ABS.abs_defs.html#G"><span class="id" title="definition">G</span></a>) : <span class="id" title="keyword">Prop</span> :=<br/> | ||
<span class="id" title="keyword">forall</span> (<a id="key:3" class="idref" href="#key:3"><span class="id" title="binder">key</span></a> : <a class="idref" href="http://coq.inria.fr/distrib/V8.18.0/stdlib//Coq.Strings.String.html#string"><span class="id" title="inductive">string</span></a>) (<a id="elt:4" class="idref" href="#elt:4"><span class="id" title="binder">elt</span></a> : <a class="idref" href="ABS.abs_defs.html#ctxv"><span class="id" title="inductive">ctxv</span></a>), <br/> | ||
<a class="idref" href="ABS.abs_defs.html#Map.find"><span class="id" title="definition">Map.find</span></a> <a class="idref" href="ABS.abs_functional_metatheory.html#key:3"><span class="id" title="variable">key</span></a> <a class="idref" href="ABS.abs_functional_metatheory.html#G1:1"><span class="id" title="variable">G1</span></a> <a class="idref" href="http://coq.inria.fr/distrib/V8.18.0/stdlib//Coq.Init.Logic.html#6cd0f7b28b6092304087c7049437bb1a"><span class="id" title="notation">=</span></a> <a class="idref" href="http://coq.inria.fr/distrib/V8.18.0/stdlib//Coq.Init.Datatypes.html#Some"><span class="id" title="constructor">Some</span></a> <a class="idref" href="ABS.abs_functional_metatheory.html#elt:4"><span class="id" title="variable">elt</span></a> <a class="idref" href="http://coq.inria.fr/distrib/V8.18.0/stdlib//Coq.Init.Logic.html#::type_scope:x_'->'_x"><span class="id" title="notation">-></span></a><br/> | ||
<a class="idref" href="ABS.abs_defs.html#Map.find"><span class="id" title="definition">Map.find</span></a> <a class="idref" href="ABS.abs_functional_metatheory.html#key:3"><span class="id" title="variable">key</span></a> <a class="idref" href="ABS.abs_functional_metatheory.html#G2:2"><span class="id" title="variable">G2</span></a> <a class="idref" href="http://coq.inria.fr/distrib/V8.18.0/stdlib//Coq.Init.Logic.html#6cd0f7b28b6092304087c7049437bb1a"><span class="id" title="notation">=</span></a> <a class="idref" href="http://coq.inria.fr/distrib/V8.18.0/stdlib//Coq.Init.Datatypes.html#Some"><span class="id" title="constructor">Some</span></a> <a class="idref" href="ABS.abs_functional_metatheory.html#elt:4"><span class="id" title="variable">elt</span></a>.<br/> | ||
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<br/> | ||
<span class="id" title="keyword">Definition</span> <a id="G_vdash_s" class="idref" href="#G_vdash_s"><span class="id" title="definition">G_vdash_s</span></a> (<a id="G5:5" class="idref" href="#G5:5"><span class="id" title="binder">G5</span></a> : <a class="idref" href="ABS.abs_defs.html#G"><span class="id" title="definition">G</span></a>) (<a id="s5:6" class="idref" href="#s5:6"><span class="id" title="binder">s5</span></a> : <a class="idref" href="ABS.abs_defs.html#s"><span class="id" title="definition">s</span></a>) :=<br/> | ||
<span class="id" title="keyword">forall</span> (<a id="x5:7" class="idref" href="#x5:7"><span class="id" title="binder">x5</span></a> : <a class="idref" href="ABS.abs_defs.html#x"><span class="id" title="definition">x</span></a>) (<a id="t5:8" class="idref" href="#t5:8"><span class="id" title="binder">t5</span></a> : <a class="idref" href="ABS.abs_defs.html#t"><span class="id" title="inductive">t</span></a>) (<a id="T5:9" class="idref" href="#T5:9"><span class="id" title="binder">T5</span></a> : <a class="idref" href="ABS.abs_defs.html#T"><span class="id" title="inductive">T</span></a>),<br/> | ||
<a class="idref" href="ABS.abs_defs.html#Map.find"><span class="id" title="definition">Map.find</span></a> <a class="idref" href="ABS.abs_functional_metatheory.html#x5:7"><span class="id" title="variable">x5</span></a> <a class="idref" href="ABS.abs_functional_metatheory.html#s5:6"><span class="id" title="variable">s5</span></a> <a class="idref" href="http://coq.inria.fr/distrib/V8.18.0/stdlib//Coq.Init.Logic.html#6cd0f7b28b6092304087c7049437bb1a"><span class="id" title="notation">=</span></a> <a class="idref" href="http://coq.inria.fr/distrib/V8.18.0/stdlib//Coq.Init.Datatypes.html#Some"><span class="id" title="constructor">Some</span></a> <a class="idref" href="ABS.abs_functional_metatheory.html#t5:8"><span class="id" title="variable">t5</span></a> <a class="idref" href="http://coq.inria.fr/distrib/V8.18.0/stdlib//Coq.Init.Logic.html#::type_scope:x_'->'_x"><span class="id" title="notation">-></span></a><br/> | ||
<a class="idref" href="ABS.abs_defs.html#Map.find"><span class="id" title="definition">Map.find</span></a> <a class="idref" href="ABS.abs_functional_metatheory.html#x5:7"><span class="id" title="variable">x5</span></a> <a class="idref" href="ABS.abs_functional_metatheory.html#G5:5"><span class="id" title="variable">G5</span></a> <a class="idref" href="http://coq.inria.fr/distrib/V8.18.0/stdlib//Coq.Init.Logic.html#6cd0f7b28b6092304087c7049437bb1a"><span class="id" title="notation">=</span></a> <a class="idref" href="http://coq.inria.fr/distrib/V8.18.0/stdlib//Coq.Init.Datatypes.html#Some"><span class="id" title="constructor">Some</span></a> (<a class="idref" href="ABS.abs_defs.html#ctxv_T"><span class="id" title="constructor">ctxv_T</span></a> <a class="idref" href="ABS.abs_functional_metatheory.html#T5:9"><span class="id" title="variable">T5</span></a>) <a class="idref" href="http://coq.inria.fr/distrib/V8.18.0/stdlib//Coq.Init.Logic.html#::type_scope:x_'->'_x"><span class="id" title="notation">-></span></a><br/> | ||
<a class="idref" href="ABS.abs_defs.html#typ_e"><span class="id" title="inductive">typ_e</span></a> <a class="idref" href="ABS.abs_functional_metatheory.html#G5:5"><span class="id" title="variable">G5</span></a> (<a class="idref" href="ABS.abs_defs.html#e_t"><span class="id" title="constructor">e_t</span></a> <a class="idref" href="ABS.abs_functional_metatheory.html#t5:8"><span class="id" title="variable">t5</span></a>) <a class="idref" href="ABS.abs_functional_metatheory.html#T5:9"><span class="id" title="variable">T5</span></a>.<br/> | ||
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<br/> | ||
<span class="id" title="keyword">Lemma</span> <a id="type_preservation" class="idref" href="#type_preservation"><span class="id" title="lemma">type_preservation</span></a> : <span class="id" title="keyword">forall</span> (<a id="G5:10" class="idref" href="#G5:10"><span class="id" title="binder">G5</span></a> : <a class="idref" href="ABS.abs_defs.html#G"><span class="id" title="definition">G</span></a>) (<a id="s5:11" class="idref" href="#s5:11"><span class="id" title="binder">s5</span></a> : <a class="idref" href="ABS.abs_defs.html#s"><span class="id" title="definition">s</span></a>), <br/> | ||
<a class="idref" href="ABS.abs_functional_metatheory.html#G_vdash_s"><span class="id" title="definition">G_vdash_s</span></a> <a class="idref" href="ABS.abs_functional_metatheory.html#G5:10"><span class="id" title="variable">G5</span></a> <a class="idref" href="ABS.abs_functional_metatheory.html#s5:11"><span class="id" title="variable">s5</span></a> <a class="idref" href="http://coq.inria.fr/distrib/V8.18.0/stdlib//Coq.Init.Logic.html#::type_scope:x_'->'_x"><span class="id" title="notation">-></span></a><br/> | ||
<span class="id" title="keyword">forall</span> (<a id="Flist:12" class="idref" href="#Flist:12"><span class="id" title="binder">Flist</span></a> : <a class="idref" href="http://coq.inria.fr/distrib/V8.18.0/stdlib//Coq.Init.Datatypes.html#list"><span class="id" title="inductive">list</span></a> <a class="idref" href="ABS.abs_defs.html#F"><span class="id" title="inductive">F</span></a>) (<a id="e5:13" class="idref" href="#e5:13"><span class="id" title="binder">e5</span></a> : <a class="idref" href="ABS.abs_defs.html#e"><span class="id" title="inductive">e</span></a>) (<a id="T5:14" class="idref" href="#T5:14"><span class="id" title="binder">T5</span></a> : <a class="idref" href="ABS.abs_defs.html#T"><span class="id" title="inductive">T</span></a>) (<a id="s':15" class="idref" href="#s':15"><span class="id" title="binder">s'</span></a> : <a class="idref" href="ABS.abs_defs.html#s"><span class="id" title="definition">s</span></a>) (<a id="e':16" class="idref" href="#e':16"><span class="id" title="binder">e'</span></a> : <a class="idref" href="ABS.abs_defs.html#e"><span class="id" title="inductive">e</span></a>),<br/> | ||
<a class="idref" href="ABS.abs_defs.html#typ_e"><span class="id" title="inductive">typ_e</span></a> <a class="idref" href="ABS.abs_functional_metatheory.html#G5:10"><span class="id" title="variable">G5</span></a> <a class="idref" href="ABS.abs_functional_metatheory.html#e5:13"><span class="id" title="variable">e5</span></a> <a class="idref" href="ABS.abs_functional_metatheory.html#T5:14"><span class="id" title="variable">T5</span></a> <a class="idref" href="http://coq.inria.fr/distrib/V8.18.0/stdlib//Coq.Init.Logic.html#::type_scope:x_'->'_x"><span class="id" title="notation">-></span></a><br/> | ||
<a class="idref" href="ABS.abs_defs.html#red_e"><span class="id" title="inductive">red_e</span></a> <a class="idref" href="ABS.abs_functional_metatheory.html#Flist:12"><span class="id" title="variable">Flist</span></a> <a class="idref" href="ABS.abs_functional_metatheory.html#s5:11"><span class="id" title="variable">s5</span></a> <a class="idref" href="ABS.abs_functional_metatheory.html#e5:13"><span class="id" title="variable">e5</span></a> <a class="idref" href="ABS.abs_functional_metatheory.html#s':15"><span class="id" title="variable">s'</span></a> <a class="idref" href="ABS.abs_functional_metatheory.html#e':16"><span class="id" title="variable">e'</span></a> <a class="idref" href="http://coq.inria.fr/distrib/V8.18.0/stdlib//Coq.Init.Logic.html#::type_scope:x_'->'_x"><span class="id" title="notation">-></span></a><br/> | ||
<a class="idref" href="http://coq.inria.fr/distrib/V8.18.0/stdlib//Coq.Init.Logic.html#a883bdd010993579f99d60b3775bcf54"><span class="id" title="notation">exists</span></a> <a id="G':17" class="idref" href="#G':17"><span class="id" title="binder">G'</span></a><a class="idref" href="http://coq.inria.fr/distrib/V8.18.0/stdlib//Coq.Init.Logic.html#a883bdd010993579f99d60b3775bcf54"><span class="id" title="notation">,</span></a> <a class="idref" href="ABS.abs_functional_metatheory.html#subG"><span class="id" title="definition">subG</span></a> <a class="idref" href="ABS.abs_functional_metatheory.html#G5:10"><span class="id" title="variable">G5</span></a> <a class="idref" href="ABS.abs_functional_metatheory.html#G':17"><span class="id" title="variable">G'</span></a> <a class="idref" href="http://coq.inria.fr/distrib/V8.18.0/stdlib//Coq.Init.Logic.html#ba2b0e492d2b4675a0acf3ea92aabadd"><span class="id" title="notation">/\</span></a> <a class="idref" href="ABS.abs_functional_metatheory.html#G_vdash_s"><span class="id" title="definition">G_vdash_s</span></a> <a class="idref" href="ABS.abs_functional_metatheory.html#G':17"><span class="id" title="variable">G'</span></a> <a class="idref" href="ABS.abs_functional_metatheory.html#s':15"><span class="id" title="variable">s'</span></a> <a class="idref" href="http://coq.inria.fr/distrib/V8.18.0/stdlib//Coq.Init.Logic.html#ba2b0e492d2b4675a0acf3ea92aabadd"><span class="id" title="notation">/\</span></a> <a class="idref" href="ABS.abs_defs.html#typ_e"><span class="id" title="inductive">typ_e</span></a> <a class="idref" href="ABS.abs_functional_metatheory.html#G':17"><span class="id" title="variable">G'</span></a> <a class="idref" href="ABS.abs_functional_metatheory.html#e':16"><span class="id" title="variable">e'</span></a> <a class="idref" href="ABS.abs_functional_metatheory.html#T5:14"><span class="id" title="variable">T5</span></a>.<br/> | ||
<span class="id" title="keyword">Proof</span>.<br/> | ||
<span class="id" title="var">Admitted</span>.<br/> | ||
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.id[type="constructor"], .id[type="projection"], .id[type="method"], | ||
.id[title="constructor"], .id[title="projection"], .id[title="method"] { | ||
color: #A30E16; | ||
} | ||
|
||
.id[type="var"], .id[type="variable"], | ||
.id[title="var"], .id[title="variable"] { | ||
color: inherit; | ||
} | ||
|
||
.id[type="definition"], .id[type="record"], .id[type="class"], .id[type="instance"], .id[type="inductive"], .id[type="library"], | ||
.id[title="definition"], .id[title="record"], .id[title="class"], .id[title="instance"], .id[title="inductive"], .id[title="library"] { | ||
color: #A6650F; | ||
} | ||
|
||
.id[type="lemma"], | ||
.id[title="lemma"]{ | ||
color: #188B0C; | ||
} | ||
|
||
.id[type="keyword"], .id[type="notation"], .id[type="abbreviation"], | ||
.id[title="keyword"], .id[title="notation"], .id[title="abbreviation"]{ | ||
color : #2874AE; | ||
} | ||
|
||
.comment { | ||
color: #808080; | ||
} | ||
|
||
/* TOC */ | ||
|
||
#toc h2{ | ||
letter-spacing: 0; | ||
font-size: 1.333em; | ||
} | ||
|
||
/* Index */ | ||
|
||
#index { | ||
margin: 0; | ||
padding: 0; | ||
width: 100%; | ||
} | ||
|
||
#index #frontispiece { | ||
margin: 1em auto; | ||
padding: 1em; | ||
width: 60%; | ||
} | ||
|
||
.booktitle { font-size : 140% } | ||
.authors { font-size : 90%; | ||
line-height: 115%; } | ||
.moreauthors { font-size : 60% } | ||
|
||
#index #entrance { | ||
text-align: center; | ||
} | ||
|
||
#index #entrance .spacer { | ||
margin: 0 30px 0 30px; | ||
} | ||
|
||
ul.doclist { | ||
margin-top: 0em; | ||
margin-bottom: 0em; | ||
} | ||
|
||
#toc > * { | ||
clear: both; | ||
} | ||
|
||
#toc > a { | ||
display: block; | ||
float: left; | ||
margin-top: 1em; | ||
} | ||
|
||
#toc a h2{ | ||
display: inline; | ||
} |
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