Pearl/document/root.bib
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    15   note = 	 {To appear in {\it Journal of Symbolic Computation}}
    15   note = 	 {To appear in {\it Journal of Symbolic Computation}}
    16 }
    16 }
    17 
    17 
    18 @article{GabbayPitts02,
    18 @article{GabbayPitts02,
    19   author =	 {M.~J.~Gabbay and A.~M.~Pitts},
    19   author =	 {M.~J.~Gabbay and A.~M.~Pitts},
    20   title =	 {A New Approach to Abstract Syntax with Variable
    20   title =	 {{A} {N}ew {A}pproach to {A}bstract {S}yntax with {V}ariable
    21                   Binding},
    21                   {B}inding},
    22   journal =	 {Formal Aspects of Computing},
    22   journal =	 {Formal Aspects of Computing},
    23   volume =	 {13},
    23   volume =	 {13},
    24   year =	 2002,
    24   year =	 2002,
    25   pages =	 {341--363}
    25   pages =	 {341--363}
    26 }
    26 }
    27 
    27 
    28 @article{Pitts03,
    28 @article{Pitts03,
    29   author =	 {A.~M.~Pitts},
    29   author =	 {A.~M.~Pitts},
    30   title =	 {Nominal Logic, A First Order Theory of Names and
    30   title =	 {{N}ominal {L}ogic, {A} {F}irst {O}rder {T}heory of {N}ames and
    31                   Binding},
    31                   {B}inding},
    32   journal =	 {Information and Computation},
    32   journal =	 {Information and Computation},
    33   year =	 {2003},
    33   year =	 {2003},
    34   volume =	 {183},
    34   volume =	 {183},
    35   pages =	 {165--193}
    35   pages =	 {165--193}
    36 }
    36 }
   123   publisher={{SEKI Publications}}
   123   publisher={{SEKI Publications}}
   124 }
   124 }
   125 
   125 
   126 @Article{Cheney06,
   126 @Article{Cheney06,
   127   author = 	 {J.~Cheney},
   127   author = 	 {J.~Cheney},
   128   title = 	 {{C}ompleteness and {H}erbrand theorems for {N}ominal {L}ogic},
   128   title = 	 {{C}ompleteness and {H}erbrand {T}heorems for {N}ominal {L}ogic},
   129   journal = 	 {Journal of Symbolic Logic},
   129   journal = 	 {Journal of Symbolic Logic},
   130   year = 	 {2006},
   130   year = 	 {2006},
   131   volume = 	 {71},
   131   volume = 	 {71},
   132   number = 	 {1},
   132   number = 	 {1},
   133   pages = 	 {299--320}
   133   pages = 	 {299--320}