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   126 <TD BGCOLOR="FFFFFF" WIDTH="75%">
   126 <TD BGCOLOR="FFFFFF" WIDTH="75%">
   127 <H3>2014</H3>
   127 <H3>2014</H3>
   128 <p><B>A Formalisation of the Myhill-Nerode Theorem based on Regular Expressions.</B> 
   128 <p><B>A Formalisation of the Myhill-Nerode Theorem based on Regular Expressions.</B> 
   129       (with Wu and Zhang) In
   129       (with Wu and Zhang) In
   130       Journal of Automatic Reasoning, 2014, Vol. 52(4), 451-480.
   130       Journal of Automatic Reasoning, 2014, Vol. 52(4), 451-480.
   131       [<A HREF="http://nms.kcl.ac.uk/christian.urban/Publications/rexp.pdf">pdf</A>]
   131       [<A HREF="http://nms.kcl.ac.uk/christian.urban/Publications/rexp.pdf">pdf</A>]<BR><BR>
       
   132 
       
   133       (You should really use the linked version above, rather than the published
       
   134       version from Springer: somehow Springer managed to delete the rather important 
       
   135       word ``finite'' from Theorem 5. They probably did not like our formatting and 
       
   136       fooled around with our formulas. And we of course did not notice in the galley 
       
   137       proofs.)
       
   138       
   132 <p><B>Revisiting Zucker's Work on the Correspondence Between Cut-Elimination and 
   139 <p><B>Revisiting Zucker's Work on the Correspondence Between Cut-Elimination and 
   133       Normalisation.</B> In Advances in Natural Deduction: A Celebration of Dag Prawitz's Work,
   140       Normalisation.</B> In Advances in Natural Deduction: A Celebration of Dag Prawitz's Work,
   134       Trends in Logic Series, Volume 39, 2014, Pages 31-50.
   141       Trends in Logic Series, Volume 39, 2014, Pages 31-50.
   135       <A HREF="http://link.springer.com/book/10.1007/978-94-007-7548-0">Springer Verlag</A>
   142       <A HREF="http://link.springer.com/book/10.1007/978-94-007-7548-0">Springer Verlag</A>
   136 </TD>
   143 </TD>