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- mathematical-function-composition
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Readme
mathematical-function-composition
function composition, in the mathematical way
Install
npm i -S mathematical-function-composition
Usage
suppose that you have some functions to compose
function add(x, y) {
return x + y
}
function add1(x) {
return add(x, 1)
}
function multiply(x, y) {
return x * y
}
function double(x) {
return multiply(2, x)
}
function linear(a, b, x) {
return a * x + b
}
just add them to a 'space'
import { FunctionComposition as fc } from 'mathematical-function-composition'
const s = new fc('s')
s.add([
[add, 'fadd'], // Yes! You can rename it too!
add1,
multiply,
double,
linear,
])
and use it beginning with $
and ending with $
// equals to add(2, add1( multiply(4, 3) ) )
s.$. add(2) . add1 . multiply(4) .$(3) // 2 + 4 * 3 + 1 = 15
// implicitly supports curry function
s.$. linear(3)(2) .$(1) // 3 * 1 + 2 = 5
// you must trigger a call with `()` to get a curry out
s.add([
[(a, b) => x => a * x + b, 'curryLinear']
])
s.$. curryLinear(3)(2)() .$(1) // 5
s.$. curryLinear(3)(2)(1) .$() // sorry, won't work as you expected :(
can be cached
const foo = s.$.add(3)
// blablabla
// you can call another composition
s.$.add1.$(1) // 2
// blablabla
foo.add1.$(4) // 8
foo.$() // Error: exhausted context
remove and clear
s.remove('add')
s.clear()
License
MIT