equal
deleted
inserted
replaced
23 publisher = {Springer Verlag}, |
23 publisher = {Springer Verlag}, |
24 year = {1997} |
24 year = {1997} |
25 } |
25 } |
26 |
26 |
27 |
27 |
28 @inproceedings{Constable00, |
28 @incollection{Constable00, |
29 author = {R.~L.~Constable and |
29 author = {R.~L.~Constable and |
30 P.~B.~Jackson and |
30 P.~B.~Jackson and |
31 P.~Naumov and |
31 P.~Naumov and |
32 J.~C.~Uribe}, |
32 J.~C.~Uribe}, |
33 title = {{C}onstructively {F}ormalizing {A}utomata {T}heory}, |
33 title = {{C}onstructively {F}ormalizing {A}utomata {T}heory}, |
34 booktitle = {Proof, Language, and Interaction}, |
34 booktitle = {Proof, Language, and Interaction}, |
35 year = {2000}, |
35 year = {2000}, |
|
36 publisher = {MIT Press}, |
36 pages = {213-238} |
37 pages = {213-238} |
37 } |
38 } |
38 |
39 |
39 |
40 |
40 @techreport{Filliatre97, |
41 @techreport{Filliatre97, |
79 } |
80 } |
80 |
81 |
81 @inproceedings{BerghoferNipkow00, |
82 @inproceedings{BerghoferNipkow00, |
82 author={S.~Berghofer and T.~Nipkow}, |
83 author={S.~Berghofer and T.~Nipkow}, |
83 title={{E}xecuting {H}igher {O}rder {L}ogic}, |
84 title={{E}xecuting {H}igher {O}rder {L}ogic}, |
84 booktitle={Types for Proofs and Programs (TYPES 2000)}, |
85 booktitle={Proc.~of the International Workshop on Types for Proofs and Programs}, |
85 year=2002, |
86 year=2002, |
86 series=LNCS, |
87 series={LNCS}, |
87 volume=2277, |
88 volume=2277, |
88 pages="24--40" |
89 pages="24--40" |
89 } |
90 } |
90 |
91 |
91 @book{HopcroftUllman69, |
92 @book{HopcroftUllman69, |
103 title = {{F}ormalizing the {L}ogic-{A}utomaton {C}onnection}, |
104 title = {{F}ormalizing the {L}ogic-{A}utomaton {C}onnection}, |
104 booktitle = {Proc.~of the 22nd International |
105 booktitle = {Proc.~of the 22nd International |
105 Conference on Theorem Proving in Higher Order Logics}, |
106 Conference on Theorem Proving in Higher Order Logics}, |
106 year = {2009}, |
107 year = {2009}, |
107 pages = {147-163}, |
108 pages = {147-163}, |
108 series = LNCS, |
109 series = {LNCS}, |
109 volume = {5674} |
110 volume = {5674} |
110 } |
111 } |