group-theory-0.2.2: The theory of groups (Index)

group-theory-0.2.2: The theory of groups

Index

$-	Data.Group.Permutation
*	Data.Group.Multiplicative
+	Data.Group.Additive
-	Data.Group.Additive
-$	Data.Group.Permutation
/	Data.Group.Multiplicative
><	Data.Group
Abelian	Data.Group
abelianize	Data.Group
Abelianized	Data.Group
Abelianizer	Data.Group
abfoldMap	Data.Group.Free
abInterpret	Data.Group.Free
abjoin	Data.Group.Free
abmap	Data.Group.Free
AdditiveAbelianGroup	Data.Group.Additive
AdditiveGroup	Data.Group.Additive
annihilate	Control.Applicative.Cancellative
cancel	Control.Applicative.Cancellative
cancel1	Control.Applicative.Cancellative
Cancellative	Control.Applicative.Cancellative
classify	Data.Group.Cyclic
commutate	Data.Group
Commuted	Data.Group
comparePermutation	Data.Group.Permutation
Conjugate	Data.Group
conjugate	Data.Group
copower	Data.Group.Additive
coproduct	Data.Group.Free.Product
Cyclic	Data.Group.Cyclic
embed	Data.Group.Permutation
equalPermutation	Data.Group.Permutation
FA
1 (Type/Class)	Data.Group.Free.Church
2 (Data Constructor)	Data.Group.Free.Church
FG
1 (Type/Class)	Data.Group.Free.Church
2 (Data Constructor)	Data.Group.Free.Church
Finitary	Data.Group.Order
Finite	Data.Group.Order
FiniteAbelianGroup	Data.Group.Finite
FiniteGroup	Data.Group.Finite, Data.Group.Order
finiteOrder	Data.Group.Finite, Data.Group.Order
forgetFA	Data.Group.Free.Church
FreeAbelianGroup
1 (Type/Class)	Data.Group.Free.Internal, Data.Group.Free
2 (Data Constructor)	Data.Group.Free
FreeGroup
1 (Type/Class)	Data.Group.Free
2 (Data Constructor)	Data.Group.Free
FreeProduct
1 (Type/Class)	Data.Group.Free.Product
2 (Data Constructor)	Data.Group.Free.Product
from	Data.Group.Permutation
generated	Data.Group.Cyclic
generated'	Data.Group.Cyclic
generator	Data.Group.Cyclic
gold	Data.Group.Foldable
goldMap	Data.Group.Foldable
goldr	Data.Group.Foldable
Group	Data.Group
GroupFoldable	Data.Group.Foldable
GroupOrder	Data.Group.Order
gtimes	Data.Group
IdentityElem	Data.Group
Infinitary	Data.Group.Order
Infinite	Data.Group.Order
injl	Data.Group.Free.Product
injr	Data.Group.Free.Product
interpret	Data.Group.Free
interpret'	Data.Group.Free
interpretFA	Data.Group.Free.Church
interpretFG	Data.Group.Free.Church
Inverse	Data.Group
invert	Data.Group
lcmOrder	Data.Group.Order
minus	Data.Group
MkFreeAbelianGroup	Data.Group.Free.Internal
mkFreeAbelianGroup	Data.Group.Free
MultiplicativeAbelianGroup	Data.Group.Multiplicative
MultiplicativeGroup	Data.Group.Multiplicative
Order	Data.Group.Order
order	Data.Group.Order
orderForBits	Data.Group.Order
orderOfPermutation	Data.Group.Permutation
pairwise	Data.Group.Permutation
Permutation
1 (Type/Class)	Data.Group.Permutation
2 (Data Constructor)	Data.Group.Permutation
Permute	Data.Group.Permutation
permute	Data.Group.Permutation
pow	Data.Group
power	Data.Group.Multiplicative
present	Data.Group.Free
presentFG	Data.Group.Free.Church
Quot	Data.Group
Quotiented	Data.Group
reflectFA	Data.Group.Free.Church
reflectFG	Data.Group.Free.Church
reifyFA	Data.Group.Free.Church
reifyFG	Data.Group.Free.Church
retract	Data.Group.Permutation
runFA	Data.Group.Free.Church
runFG	Data.Group.Free.Church
runFreeAbelianGroup	Data.Group.Free
runFreeGroup	Data.Group.Free
runFreeProduct	Data.Group.Free.Product
safeClassify	Data.Group.Finite
simplify
1 (Function)	Data.Group.Free.Product
2 (Function)	Data.Group.Free
singleton	Data.Group.Free
to	Data.Group.Permutation
toFG	Data.Group.Foldable
toFreeGroup	Data.Group.Foldable
unconjugate	Data.Group
^	Data.Group.Multiplicative
~~	Data.Group
×	Data.Group.Additive