export declare const Bounded: B.Bounded<number>
- Added in 0.1.0
- MIT – Copyright (c) 2017-present Giulio Canti
export declare const Eq: E.Eq<number>
- Added in 0.1.0
- MIT – Copyright (c) 2017-present Giulio Canti
export declare const Field: F.Field<number>
- Added in 0.1.0
- MIT – Copyright (c) 2017-present Giulio Canti
export declare const MagmaSub: Magma<number>
- Added in 0.1.0
- MIT – Copyright (c) 2017-present Giulio Canti
number
monoid under multiplication.
The empty
value is 1
.
export declare const MonoidProduct: Monoid<number>
- Added in 0.1.0
import { MonoidProduct } from '@fp-tx/core/number'
assert.deepStrictEqual(MonoidProduct.concat(2, MonoidProduct.empty), 2)
- MIT – Copyright (c) 2017-present Giulio Canti
number
monoid under addition.
The empty
value is 0
.
export declare const MonoidSum: Monoid<number>
- Added in 0.1.0
import { MonoidSum } from '@fp-tx/core/number'
assert.deepStrictEqual(MonoidSum.concat(2, MonoidSum.empty), 2)
- MIT – Copyright (c) 2017-present Giulio Canti
export declare const Ord: O.Ord<number>
- Added in 0.1.0
- MIT – Copyright (c) 2017-present Giulio Canti
number
semigroup under multiplication.
export declare const SemigroupProduct: Semigroup<number>
- Added in 0.1.0
import { SemigroupProduct } from '@fp-tx/core/number'
assert.deepStrictEqual(SemigroupProduct.concat(2, 3), 6)
- MIT – Copyright (c) 2017-present Giulio Canti
number
semigroup under addition.
export declare const SemigroupSum: Semigroup<number>
- Added in 0.1.0
import { SemigroupSum } from '@fp-tx/core/number'
assert.deepStrictEqual(SemigroupSum.concat(2, 3), 5)
- MIT – Copyright (c) 2017-present Giulio Canti
export declare const Show: S.Show<number>
- Added in 0.1.0
- MIT – Copyright (c) 2017-present Giulio Canti
export declare const isNumber: Refinement<unknown, number>
- Added in 0.1.0
- MIT – Copyright (c) 2017-present Giulio Canti