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mirror of https://github.com/IBM/fp-go.git synced 2025-11-23 22:14:53 +02:00

fix: some performance optimizations

Signed-off-by: Dr. Carsten Leue <carsten.leue@de.ibm.com>
This commit is contained in:
Dr. Carsten Leue
2025-11-05 16:55:19 +01:00
parent 9919b75fe6
commit 8e7fc699a1
25 changed files with 1704 additions and 62 deletions

View File

@@ -40,10 +40,14 @@ func Replicate[A any](n int, a A) []A {
return G.Replicate[[]A](n, a)
}
// MonadMap applies a function to each element of an array, returning a new array with the results.
// This is the monadic version of Map that takes the array as the first parameter.
func MonadMap[A, B any](as []A, f func(a A) B) []B {
return G.MonadMap[[]A, []B](as, f)
}
// MonadMapRef applies a function to a pointer to each element of an array, returning a new array with the results.
// This is useful when you need to access elements by reference without copying.
func MonadMapRef[A, B any](as []A, f func(a *A) B) []B {
count := len(as)
bs := make([]B, count)
@@ -53,14 +57,24 @@ func MonadMapRef[A, B any](as []A, f func(a *A) B) []B {
return bs
}
// MapWithIndex applies a function to each element and its index in an array, returning a new array with the results.
func MapWithIndex[A, B any](f func(int, A) B) func([]A) []B {
return G.MapWithIndex[[]A, []B](f)
}
// Map applies a function to each element of an array, returning a new array with the results.
// This is the curried version that returns a function.
//
// Example:
//
// double := array.Map(func(x int) int { return x * 2 })
// result := double([]int{1, 2, 3}) // [2, 4, 6]
func Map[A, B any](f func(a A) B) func([]A) []B {
return G.Map[[]A, []B, A, B](f)
}
// MapRef applies a function to a pointer to each element of an array, returning a new array with the results.
// This is the curried version that returns a function.
func MapRef[A, B any](f func(a *A) B) func([]A) []B {
return F.Bind2nd(MonadMapRef[A, B], f)
}
@@ -99,14 +113,19 @@ func FilterWithIndex[A any](pred func(int, A) bool) EM.Endomorphism[[]A] {
return G.FilterWithIndex[[]A](pred)
}
// FilterRef returns a new array with all elements from the original array that match a predicate operating on pointers.
func FilterRef[A any](pred func(*A) bool) EM.Endomorphism[[]A] {
return F.Bind2nd(filterRef[A], pred)
}
// MonadFilterMap maps an array with a function that returns an Option and keeps only the Some values.
// This is the monadic version that takes the array as the first parameter.
func MonadFilterMap[A, B any](fa []A, f func(A) O.Option[B]) []B {
return G.MonadFilterMap[[]A, []B](fa, f)
}
// MonadFilterMapWithIndex maps an array with a function that takes an index and returns an Option,
// keeping only the Some values. This is the monadic version that takes the array as the first parameter.
func MonadFilterMapWithIndex[A, B any](fa []A, f func(int, A) O.Option[B]) []B {
return G.MonadFilterMapWithIndex[[]A, []B](fa, f)
}
@@ -126,6 +145,7 @@ func FilterChain[A, B any](f func(A) O.Option[[]B]) func([]A) []B {
return G.FilterChain[[]A](f)
}
// FilterMapRef filters an array using a predicate on pointers and maps the matching elements using a function on pointers.
func FilterMapRef[A, B any](pred func(a *A) bool, f func(a *A) B) func([]A) []B {
return func(fa []A) []B {
return filterMapRef(fa, pred, f)
@@ -141,44 +161,62 @@ func reduceRef[A, B any](fa []A, f func(B, *A) B, initial B) B {
return current
}
// Reduce folds an array from left to right, applying a function to accumulate a result.
//
// Example:
//
// sum := array.Reduce(func(acc, x int) int { return acc + x }, 0)
// result := sum([]int{1, 2, 3, 4, 5}) // 15
func Reduce[A, B any](f func(B, A) B, initial B) func([]A) B {
return G.Reduce[[]A](f, initial)
}
// ReduceWithIndex folds an array from left to right with access to the index,
// applying a function to accumulate a result.
func ReduceWithIndex[A, B any](f func(int, B, A) B, initial B) func([]A) B {
return G.ReduceWithIndex[[]A](f, initial)
}
// ReduceRight folds an array from right to left, applying a function to accumulate a result.
func ReduceRight[A, B any](f func(A, B) B, initial B) func([]A) B {
return G.ReduceRight[[]A](f, initial)
}
// ReduceRightWithIndex folds an array from right to left with access to the index,
// applying a function to accumulate a result.
func ReduceRightWithIndex[A, B any](f func(int, A, B) B, initial B) func([]A) B {
return G.ReduceRightWithIndex[[]A](f, initial)
}
// ReduceRef folds an array from left to right using pointers to elements,
// applying a function to accumulate a result.
func ReduceRef[A, B any](f func(B, *A) B, initial B) func([]A) B {
return func(as []A) B {
return reduceRef(as, f, initial)
}
}
// Append adds an element to the end of an array, returning a new array.
func Append[A any](as []A, a A) []A {
return G.Append(as, a)
}
// IsEmpty checks if an array has no elements.
func IsEmpty[A any](as []A) bool {
return G.IsEmpty(as)
}
// IsNonEmpty checks if an array has at least one element.
func IsNonEmpty[A any](as []A) bool {
return len(as) > 0
}
// Empty returns an empty array of type A.
func Empty[A any]() []A {
return G.Empty[[]A]()
}
// Zero returns an empty array of type A (alias for Empty).
func Zero[A any]() []A {
return Empty[A]()
}
@@ -188,46 +226,70 @@ func Of[A any](a A) []A {
return G.Of[[]A](a)
}
// MonadChain applies a function that returns an array to each element and flattens the results.
// This is the monadic version that takes the array as the first parameter (also known as FlatMap).
func MonadChain[A, B any](fa []A, f func(a A) []B) []B {
return G.MonadChain[[]A, []B](fa, f)
}
// Chain applies a function that returns an array to each element and flattens the results.
// This is the curried version (also known as FlatMap).
//
// Example:
//
// duplicate := array.Chain(func(x int) []int { return []int{x, x} })
// result := duplicate([]int{1, 2, 3}) // [1, 1, 2, 2, 3, 3]
func Chain[A, B any](f func(A) []B) func([]A) []B {
return G.Chain[[]A, []B](f)
}
// MonadAp applies an array of functions to an array of values, producing all combinations.
// This is the monadic version that takes both arrays as parameters.
func MonadAp[B, A any](fab []func(A) B, fa []A) []B {
return G.MonadAp[[]B](fab, fa)
}
// Ap applies an array of functions to an array of values, producing all combinations.
// This is the curried version.
func Ap[B, A any](fa []A) func([]func(A) B) []B {
return G.Ap[[]B, []func(A) B](fa)
}
// Match performs pattern matching on an array, calling onEmpty if empty or onNonEmpty if not.
func Match[A, B any](onEmpty func() B, onNonEmpty func([]A) B) func([]A) B {
return G.Match[[]A](onEmpty, onNonEmpty)
}
// MatchLeft performs pattern matching on an array, calling onEmpty if empty or onNonEmpty with head and tail if not.
func MatchLeft[A, B any](onEmpty func() B, onNonEmpty func(A, []A) B) func([]A) B {
return G.MatchLeft[[]A](onEmpty, onNonEmpty)
}
// Tail returns all elements except the first, wrapped in an Option.
// Returns None if the array is empty.
func Tail[A any](as []A) O.Option[[]A] {
return G.Tail(as)
}
// Head returns the first element of an array, wrapped in an Option.
// Returns None if the array is empty.
func Head[A any](as []A) O.Option[A] {
return G.Head(as)
}
// First returns the first element of an array, wrapped in an Option (alias for Head).
// Returns None if the array is empty.
func First[A any](as []A) O.Option[A] {
return G.First(as)
}
// Last returns the last element of an array, wrapped in an Option.
// Returns None if the array is empty.
func Last[A any](as []A) O.Option[A] {
return G.Last(as)
}
// PrependAll inserts a separator before each element of an array.
func PrependAll[A any](middle A) EM.Endomorphism[[]A] {
return func(as []A) []A {
count := len(as)
@@ -243,6 +305,11 @@ func PrependAll[A any](middle A) EM.Endomorphism[[]A] {
}
}
// Intersperse inserts a separator between each element of an array.
//
// Example:
//
// result := array.Intersperse(0)([]int{1, 2, 3}) // [1, 0, 2, 0, 3]
func Intersperse[A any](middle A) EM.Endomorphism[[]A] {
prepend := PrependAll(middle)
return func(as []A) []A {
@@ -253,33 +320,47 @@ func Intersperse[A any](middle A) EM.Endomorphism[[]A] {
}
}
// Intercalate inserts a separator between elements and concatenates them using a Monoid.
func Intercalate[A any](m M.Monoid[A]) func(A) func([]A) A {
concatAll := ConcatAll[A](m)
return func(middle A) func([]A) A {
return Match(m.Empty, F.Flow2(Intersperse(middle), concatAll))
return Match(m.Empty, F.Flow2(Intersperse(middle), ConcatAll[A](m)))
}
}
// Flatten converts a nested array into a flat array by concatenating all inner arrays.
//
// Example:
//
// result := array.Flatten([][]int{{1, 2}, {3, 4}, {5}}) // [1, 2, 3, 4, 5]
func Flatten[A any](mma [][]A) []A {
return G.Flatten(mma)
}
// Slice extracts a subarray from index low (inclusive) to high (exclusive).
func Slice[A any](low, high int) func(as []A) []A {
return array.Slice[[]A](low, high)
}
// Lookup returns the element at the specified index, wrapped in an Option.
// Returns None if the index is out of bounds.
func Lookup[A any](idx int) func([]A) O.Option[A] {
return G.Lookup[[]A](idx)
}
// UpsertAt returns a function that inserts or updates an element at a specific index.
// If the index is out of bounds, the element is appended.
func UpsertAt[A any](a A) EM.Endomorphism[[]A] {
return G.UpsertAt[[]A](a)
}
// Size returns the number of elements in an array.
func Size[A any](as []A) int {
return G.Size(as)
}
// MonadPartition splits an array into two arrays based on a predicate.
// The first array contains elements for which the predicate returns false,
// the second contains elements for which it returns true.
func MonadPartition[A any](as []A, pred func(A) bool) tuple.Tuple2[[]A, []A] {
return G.MonadPartition(as, pred)
}
@@ -305,6 +386,7 @@ func ConstNil[A any]() []A {
return array.ConstNil[[]A]()
}
// SliceRight extracts a subarray from the specified start index to the end.
func SliceRight[A any](start int) EM.Endomorphism[[]A] {
return G.SliceRight[[]A](start)
}
@@ -334,18 +416,24 @@ func Fold[A any](m M.Monoid[A]) func([]A) A {
return G.Fold[[]A](m)
}
// Push adds an element to the end of an array (alias for Append).
func Push[A any](a A) EM.Endomorphism[[]A] {
return G.Push[EM.Endomorphism[[]A]](a)
}
// MonadFlap applies a value to an array of functions, producing an array of results.
// This is the monadic version that takes both parameters.
func MonadFlap[B, A any](fab []func(A) B, a A) []B {
return G.MonadFlap[func(A) B, []func(A) B, []B, A, B](fab, a)
}
// Flap applies a value to an array of functions, producing an array of results.
// This is the curried version.
func Flap[B, A any](a A) func([]func(A) B) []B {
return G.Flap[func(A) B, []func(A) B, []B, A, B](a)
}
// Prepend adds an element to the beginning of an array, returning a new array.
func Prepend[A any](head A) EM.Endomorphism[[]A] {
return G.Prepend[EM.Endomorphism[[]A]](head)
}