menu

README
AList
BNF_Axiomatization
BNF_Corec
While_Combinator
Bourbaki_Witt_Fixpoint
Centered_Division
Char_ord
Phantom_Type
Cardinality
Code_Cardinality
Case_Converter
Code_Lazy
Code_Test
Combine_PER
Complete_Partial_Order2
Conditional_Parametricity
Confluence
Confluent_Quotient
Old_Datatype
Nat_Bijection
Countable
Infinite_Set
Countable_Set
Countable_Complete_Lattices
Countable_Set_Type
Debug
Diagonal_Subsequence
Discrete_Functions
FuncSet
Disjoint_Sets
FSet
Finite_Map
Disjoint_FSets
Dlist
Dual_Ordered_Lattice
Equipollence
Simps_Case_Conv
Extended
Order_Continuity
Extended_Nat
Liminf_Limsup
Extended_Real
Indicator_Function
Extended_Nonnegative_Real
Log_Nat
Lattice_Algebras
Float
Function_Algebras
Function_Division
Fun_Lexorder
Going_To_Filter
Groups_Big_Fun
Infinite_Typeclass
Set_Algebras
Interval
Interval_Float
IArray
Landau_Symbols
Lattice_Constructions
Stream
Sublist
Linear_Temporal_Logic_on_Streams
ListVector
Lub_Glb
Mapping
Monad_Syntax
More_List
Cancellation
Multiset
Multiset_Order
NList
Nonpos_Ints
Numeral_Type
Omega_Words_Fun
Open_State_Syntax
Option_ord
Parallel
Pattern_Aliases
Periodic_Fun
Poly_Mapping
Power_By_Squaring
Preorder
Product_Plus
Quadratic_Discriminant
Quotient_Syntax
Quotient_Set
Quotient_Product
Quotient_Option
Quotient_List
Quotient_Sum
Quotient_Type
Ramsey
Real_Mod
Reflection
Rewrite
Type_Length
Saturated
Set_Idioms
Signed_Division
State_Monad
Comparator
Sorting_Algorithms
Sum_of_Squares
Time_Commands
Time_Functions
Transitive_Closure_Table
Tree
Tree_Multiset
Tree_Real
Uprod
Word
Z2
Library
Product_Order
Finite_Lattice
List_Lexorder
List_Lenlexorder
Prefix_Order
Product_Lexorder
Subseq_Order
Datatype_Records
AList_Mapping
Code_Abstract_Char
Code_Abstract_Nat
Code_Binary_Nat
Code_Prolog
Code_Target_Int
Code_Real_Approx_By_Float
Code_Target_Nat
Code_Target_Numeral
Code_Target_Numeral_Float
Complex_Order
DAList
DAList_Multiset
RBT_Impl
RBT
RBT_Mapping
RBT_Set
Time_Manual
LaTeXsugar
OptionalSugar
Suc_Notation
Predicate_Compile_Alternative_Defs
Predicate_Compile_Quickcheck
Old_Recdef
Realizers
Refute

HOL-Library.Set_Idioms

HTML Presentation