doc-src/manual.bib
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   157   publisher =	 {Elsevier},
   157   publisher =	 {Elsevier},
   158   year =	 2001,
   158   year =	 2001,
   159   editor =	 {A. Robinson and A. Voronkov}
   159   editor =	 {A. Robinson and A. Voronkov}
   160 }
   160 }
   161 
   161 
       
   162 @inproceedings{cvc3,
       
   163   author    = {Clark Barrett and Cesare Tinelli},
       
   164   title     = {{CVC3}},
       
   165   booktitle = {CAV},
       
   166   editor    = {Werner Damm and Holger Hermanns},
       
   167   volume    = {4590},
       
   168   series    = LNCS,
       
   169   pages     = {298--302},
       
   170   publisher = {Springer},
       
   171   year      = {2007}
       
   172 }
       
   173 
   162 @incollection{basin91,
   174 @incollection{basin91,
   163   author	= {David Basin and Matt Kaufmann},
   175   author	= {David Basin and Matt Kaufmann},
   164   title		= {The {Boyer-Moore} Prover and {Nuprl}: An Experimental
   176   title		= {The {Boyer-Moore} Prover and {Nuprl}: An Experimental
   165 		   Comparison}, 
   177 		   Comparison}, 
   166   crossref	= {huet-plotkin91},
   178   crossref	= {huet-plotkin91},
   389 @book{dummett,
   401 @book{dummett,
   390   author	= {Michael Dummett},
   402   author	= {Michael Dummett},
   391   title		= {Elements of Intuitionism},
   403   title		= {Elements of Intuitionism},
   392   year		= 1977,
   404   year		= 1977,
   393   publisher	= {Oxford University Press}}
   405   publisher	= {Oxford University Press}}
       
   406 
       
   407 @misc{yices,
       
   408   author    = {Bruno Dutertre and Leonardo de Moura},
       
   409   title     = {The {Yices} {SMT} Solver},
       
   410   publisher = "\url{http://yices.csl.sri.com/tool-paper.pdf}",
       
   411   year = 2006}
   394 
   412 
   395 @incollection{dybjer91,
   413 @incollection{dybjer91,
   396   author	= {Peter Dybjer},
   414   author	= {Peter Dybjer},
   397   title		= {Inductive Sets and Families in {Martin-L{\"o}f's} Type
   415   title		= {Inductive Sets and Families in {Martin-L{\"o}f's} Type
   398 		  Theory and Their Set-Theoretic Semantics}, 
   416 		  Theory and Their Set-Theoretic Semantics},