| author | wenzelm |
| Tue, 24 Nov 2009 17:54:33 +0100 | |
| changeset 33890 | a87ad4be59a4 |
| parent 33649 | 854173fcd21c |
| child 33938 | 7ed48b28bb7f |
| permissions | -rw-r--r-- |
| 10253 | 1 |
(*<*) |
| 15131 | 2 |
theory Library |
| 15140 | 3 |
imports |
|
27652
818666de6c24
refined code generator setup for rational numbers; more simplification rules for rational numbers
haftmann
parents:
27475
diff
changeset
|
4 |
Abstract_Rat |
| 21256 | 5 |
AssocList |
|
16908
d374530bfaaa
Added two new theories to HOL/Library: SetsAndFunctions.thy and BigO.thy
avigad
parents:
16109
diff
changeset
|
6 |
BigO |
| 21256 | 7 |
Binomial |
|
29994
6ca6b6bd6e15
add formalization of a type of integers mod 2 to Library
huffman
parents:
29993
diff
changeset
|
8 |
Bit |
|
24332
e3a2b75b1cf9
boolean algebras as locales and numbers as types by Brian Huffman
kleing
parents:
24281
diff
changeset
|
9 |
Boolean_Algebra |
| 21256 | 10 |
Char_ord |
| 26170 | 11 |
Code_Char_chr |
12 |
Code_Integer |
|
| 21256 | 13 |
Coinductive_List |
| 15131 | 14 |
Continuity |
| 29026 | 15 |
ContNotDenum |
| 26170 | 16 |
Countable |
|
30326
a01b2de0e3e1
constructive version of Cantor's first diagonalization argument
haftmann
parents:
30261
diff
changeset
|
17 |
Diagonalize |
| 23854 | 18 |
Efficient_Nat |
| 26348 | 19 |
Enum |
| 24281 | 20 |
Eval_Witness |
| 23854 | 21 |
Executable_Set |
|
28952
15a4b2cf8c34
made repository layout more coherent with logical distribution structure; stripped some $Id$s
haftmann
parents:
28668
diff
changeset
|
22 |
Float |
| 29688 | 23 |
Formal_Power_Series |
|
31761
3585bebe49a8
Added Library/Fraction_Field.thy: The fraction field of any integral
chaieb
parents:
31379
diff
changeset
|
24 |
Fraction_Field |
| 29986 | 25 |
FrechetDeriv |
| 31849 | 26 |
Fset |
| 21256 | 27 |
FuncSet |
| 29879 | 28 |
Fundamental_Theorem_Algebra |
|
27475
61b979a2c820
add Infinite_Set and Zorn back in (since they are no longer included in main HOL image)
huffman
parents:
27368
diff
changeset
|
29 |
Infinite_Set |
| 29993 | 30 |
Inner_Product |
|
30326
a01b2de0e3e1
constructive version of Cantor's first diagonalization argument
haftmann
parents:
30261
diff
changeset
|
31 |
Lattice_Syntax |
| 26173 | 32 |
ListVector |
| 31990 | 33 |
Kleene_Algebra |
| 29708 | 34 |
Mapping |
| 15131 | 35 |
Multiset |
36 |
Nat_Infinity |
|
37 |
Nested_Environment |
|
|
24332
e3a2b75b1cf9
boolean algebras as locales and numbers as types by Brian Huffman
kleing
parents:
24281
diff
changeset
|
38 |
Numeral_Type |
| 15470 | 39 |
OptionalSugar |
| 26232 | 40 |
Option_ord |
| 15131 | 41 |
Permutation |
|
29985
57975b45ab70
split polynomial-related stuff from Deriv.thy into Library/Poly_Deriv.thy
huffman
parents:
29879
diff
changeset
|
42 |
Poly_Deriv |
| 29987 | 43 |
Polynomial |
|
31060
75d7c7cc8bdb
added theory for explicit equivalence relation in preorders
haftmann
parents:
30326
diff
changeset
|
44 |
Preorder |
|
30019
a2f19e0a28b2
add theory of products as real vector spaces to Library
huffman
parents:
30018
diff
changeset
|
45 |
Product_Vector |
| 24615 | 46 |
Quicksort |
| 15131 | 47 |
Quotient |
|
21635
32f3e1127de2
added Ramsey.thy to Library imports, to include it in the daily builds
krauss
parents:
21256
diff
changeset
|
48 |
Ramsey |
| 29650 | 49 |
Reflection |
|
26192
52617dca8386
new theory of red-black trees, an efficient implementation of finite maps.
krauss
parents:
26173
diff
changeset
|
50 |
RBT |
| 33084 | 51 |
SML_Quickcheck |
| 21256 | 52 |
State_Monad |
|
31117
527ba4a37843
Added files Sum_Of_Squares.thy, positivstellensatz.ML and sum_of_squares.ML to Library
chaieb
parents:
31060
diff
changeset
|
53 |
Sum_Of_Squares |
|
33649
854173fcd21c
added a tabled implementation of the reflexive transitive closure
bulwahn
parents:
33356
diff
changeset
|
54 |
Transitive_Closure_Table |
| 29504 | 55 |
Univ_Poly |
| 15131 | 56 |
While_Combinator |
57 |
Word |
|
|
27475
61b979a2c820
add Infinite_Set and Zorn back in (since they are no longer included in main HOL image)
huffman
parents:
27368
diff
changeset
|
58 |
Zorn |
| 15131 | 59 |
begin |
| 10253 | 60 |
end |
61 |
(*>*) |