doc-src/manual.bib
changeset 7209 7577d5a5dc29
parent 7174 47aa9df578ea
child 7298 e49024d43c10
equal deleted inserted replaced
7208:8b4acb408301 7209:7577d5a5dc29
    77 through Proof",
    77 through Proof",
    78   publisher	= AP,
    78   publisher	= AP,
    79   series	= "Computer Science and Applied Mathematics",
    79   series	= "Computer Science and Applied Mathematics",
    80   year		= 1986}
    80   year		= 1986}
    81 
    81 
       
    82 @Misc{isamode,
       
    83   author =	 {David Aspinall},
       
    84   title =	 {Isamode},
       
    85   note =	 {\url{http://www.dcs.ed.ac.uk/home/da/Isamode/}}
       
    86 }
       
    87 
       
    88 @Misc{proofgeneral,
       
    89   author =	 {David Aspinall and others},
       
    90   title =	 {{P}roof {G}eneral --- {O}rganize your proofs!},
       
    91   note =	 {\url{http://www.dcs.ed.ac.uk/home/proofgen/}}
       
    92 }
       
    93 
    82 %B
    94 %B
    83 
    95 
    84 @incollection{basin91,
    96 @incollection{basin91,
    85   author	= {David Basin and Matt Kaufmann},
    97   author	= {David Basin and Matt Kaufmann},
    86   title		= {The {Boyer-Moore} Prover and {Nuprl}: An Experimental
    98   title		= {The {Boyer-Moore} Prover and {Nuprl}: An Experimental
   773   year		= 1990,
   785   year		= 1990,
   774   volume	= 6,
   786   volume	= 6,
   775   number	= 4,
   787   number	= 4,
   776   pages		= {389-402}}
   788   pages		= {389-402}}
   777 
   789 
   778 @Misc{proofgeneral,
       
   779   author =	 {David Aspinall and others},
       
   780   title =	 {{P}roof {G}eneral --- {O}rganize your proofs!},
       
   781   note =	 {\url{http://www.dcs.ed.ac.uk/home/proofgen/}}
       
   782 }
       
   783 
       
   784 %Q
   790 %Q
   785 
   791 
   786 @Article{quaife92,
   792 @Article{quaife92,
   787   author	= {Art Quaife},
   793   author	= {Art Quaife},
   788   title		= {Automated Deduction in {von Neumann-Bernays-G\"{o}del} Set
   794   title		= {Automated Deduction in {von Neumann-Bernays-G\"{o}del} Set