Logiweb(TM)

Logiweb dictionary of logic

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0 0 logic
1 0 double rule prime mp
2 0 inference axiom prime a one
3 0 rule hypothesize
4 0 inference axiom prime a two
5 0 inference inference axiom prime a two
6 0 hypothetical rule prime mp
7 0 double inference inference axiom prime a two
8 0 double hypothetical rule prime mp
9 0 mendelson lemma one eight
10 0 inference mendelson lemma one eight
11 0 rule repetition
12 0 mendelson exercise one fourtyseven b
13 0 mendelson exercise one fourtyseven c
14 0 mendelson exercise one fourtyseven e
15 0 mendelson lemma one eleven d
16 0 hypothetical inference axiom prime a one
17 0 hypothetical inference axiom prime a two
18 0 hypothetical inference inference axiom prime a two
19 0 hypothetical mendelson exercise one fourtyseven b
20 0 hypothetical mendelson exercise one fourtyseven c
21 0 mendelson lemma one eleven c
22 0 mendelson exercise one fourtyeight d
23 0 mendelson exercise one fourtyeight e
24 0 mendelson exercise one fourtyeight h
25 0 mendelson corollary one ten a
26 0 mendelson corollary one ten b
27 0 inference axiom prime s one
28 0 inference inference axiom prime s one
29 0 inference axiom prime s two
30 0 hypothetical inference axiom prime s two
31 0 inference inference axiom prime s nine
32 0 rule induction
33 0 mendelson proposition three two a
34 0 mendelson proposition three two b
35 0 inference mendelson proposition three two b
36 0 mendelson proposition three two c
37 0 inference inference mendelson proposition three two c
38 0 hypothetical inference inference mendelson proposition three two c
39 0 mendelson proposition three two d
40 0 inference inference mendelson proposition three two d
41 0 hypothetical inference inference mendelson proposition three two d
42 0 mendelson proposition three two f
43 0 mendelson proposition three two f i
44 0 mendelson proposition three two f ii
45 0 mendelson proposition three two g
46 0 mendelson proposition three two g i
47 0 mendelson proposition three two g ii
48 0 mendelson proposition three two h
49 0 mendelson proposition three two h i
50 0 mendelson proposition three two h ii
51 0 hypothesis
52 0 instance
53 0 conclusion
54 2 * macro modus ponens *
55 3 * macro first modus ponens * macro second modus ponens *
56 2 * hypothetical macro modus ponens *
57 3 * hypothetical macro first modus ponens * hypothetical macro second modus ponens var *
58 5 line * hypothesis modus ponens * modus ponens * indeed * end line *
59 5 line * hypothesis first modus ponens * modus ponens * indeed * end line *
60 5 line * hypothesis second modus ponens * modus ponens * indeed * end line *
61 6 line * hypothesis double modus ponens * modus ponens * modus ponens * indeed * end line *
62 3 line * hypothesis indeed * end line *
63 4 line * hypothesis because * indeed * end line *
64 4 line * hypothesis raw because * indeed * end line *

The pyk compiler, version 0.grue.20050603 by Klaus Grue,
GRD-2005-07-04.UTC:07:55:10.732497 = MJD-53555.TAI:07:55:42.732497 = LGT-4627180542732497e-6