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research
cpdt
Commits
fb000e03
Commit
fb000e03
authored
Dec 30, 2009
by
Adam Chlipala
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Import DeBruijn
parent
c333c528
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Makefile
Makefile
+1
-1
DeBruijn.v
src/DeBruijn.v
+499
-0
Intro.v
src/Intro.v
+2
-0
OpSem.v
src/OpSem.v
+1
-1
toc.html
src/toc.html
+1
-0
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Makefile
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fb000e03
...
...
@@ -2,7 +2,7 @@ MODULES_NODOC := Axioms Tactics MoreSpecif DepList
MODULES_PROSE
:=
Intro
MODULES_CODE
:=
StackMachine InductiveTypes Predicates Coinductive Subset
\
MoreDep DataStruct Equality Generic Universes Match Reflection
\
Large Firstorder Hoas Interps Extensional Intensional OpSem
Large Firstorder
DeBruijn
Hoas Interps Extensional Intensional OpSem
MODULES_DOC
:=
$(MODULES_PROSE)
$(MODULES_CODE)
MODULES
:=
$(MODULES_NODOC)
$(MODULES_DOC)
VS
:=
$
(
MODULES:%
=
src/%.v
)
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src/DeBruijn.v
0 → 100644
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fb000e03
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src/Intro.v
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fb000e03
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@@ -215,6 +215,8 @@ Proving in the Large & \texttt{Large.v} \\
\
hline
First
-
Order
Abstract
Syntax
&
\
texttt
{
Firstorder
.
v
}
\
\
\
hline
Dependent
De
Bruijn
Indices
&
\
texttt
{
DeBruijn
.
v
}
\
\
\
hline
Higher
-
Order
Abstract
Syntax
&
\
texttt
{
Hoas
.
v
}
\
\
\
hline
Type
-
Theoretic
Interpreters
&
\
texttt
{
Interps
.
v
}
\
\
...
...
src/OpSem.v
View file @
fb000e03
(
*
Copyright
(
c
)
200
8
-
200
9
,
Adam
Chlipala
(
*
Copyright
(
c
)
2009
,
Adam
Chlipala
*
*
This
work
is
licensed
under
a
*
Creative
Commons
Attribution
-
Noncommercial
-
No
Derivative
Works
3.0
...
...
src/toc.html
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fb000e03
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@@ -19,6 +19,7 @@
<li><a
href=
"Reflection.html"
>
Proof by Reflection
</a>
<li><a
href=
"Large.html"
>
Proving in the Large
</a>
<li><a
href=
"Firstorder.html"
>
First-Order Abstract Syntax
</a>
<li><a
href=
"DeBruijn.html"
>
Dependent De Bruijn Indices
</a>
<li><a
href=
"Hoas.html"
>
Higher-Order Abstract Syntax
</a>
<li><a
href=
"Interps.html"
>
Type-Theoretic Interpreters
</a>
<li><a
href=
"Extensional.html"
>
Extensional Transformations
</a>
...
...
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