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<h1 align="center">Isabelle Tutorial</h1>
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<a href="http://isabelle.in.tum.de/nominal">
<img src="http://isabelle.in.tum.de/nominal/graphics/isabelle_logo.gif"
alt="isabelle logo" style="border-width: 0px"></a>
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<h2 align="center">Introduction to the Isabelle Theorem Prover</h2>
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<p> <b>Time:</b>
<ul>
<li>9:30 - 11:30, Wednesday, 27 May [<A HREF="slides1.pdf">slides</A>, <A HREF="Lec1.thy">Lec1.thy</A>]
<li>9:00 - 11:00, Monday, 1 June [<A HREF="slides2.pdf">slides</A>, <A HREF="Lec2.thy">Lec2.thy</A>]
<li>9:30 - 11:30, Tuesday, 2 June [<A HREF="slides3.pdf">slides</A>, <A HREF="Lec3.thy">Lec3.thy</A>,
<A HREF="http://ropas.snu.ac.kr/~kwang/paper/06-jfp-yi.pdf">paper</A>]
</ul>
The tutorial will take place in Lecture Room 334, State Key Lab of
Computer Science, Level 3 Building #5, Institute of Software, CAS
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<p><b>Download and Installation:</b><br><br>
The tutorial will be hands-on. Please already have Isabelle installed on your
laptop before coming to the tutorial. If you do not have a laptop, let us
know. We will find a solution.
If you have any problems with the installation,
then do not hesitate to contact me: urbanc at in tum de. I will also be available
in room 316 at the ISCAS. <B>Please feel free to stop by!</B><BR><BR>
To install Isabelle you need four packages: Polyml, Isabelle 2009, an emacs and
Proof General. Download and Installation instructions for Linux, MacOSX and
Windows are below:<BR><BR>
<a href="http://isabelle.in.tum.de/download_x86-linux.html">Download</a><BR>
<a href="http://isabelle.in.tum.de/installation.html">Installation Notes</a><BR><BR>
Once you have Isabelle running make sure XSymbols are switched on (click
on ProofGeneral -> Options -> XSymbols and then save the options).<br><br>
If you can step through the following theory file, then you are done.<BR><BR>
<a href="Example.thy">Example.thy</a><BR><BR>
Whenever you have problems, please meet me or send
me an email.<BR><BR>
<b>Overview:</b><br><BR>
The course will be an introduction to the theorem prover Isabelle. No
previous experience with a theorem prover is necessary. During the course
you will be able to follow the examples on your own laptop. I will
start with simple examples about natural numbers and lists. More
advanced examples will come from structural operational semantics. The
hope is that we will be able to prove a compiler correctness theorem
for a WHILE-language. The main aim of the course is to give
participants enough experience to allow them to start using Isabelle in
their own work.<BR><BR>
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