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a-tale-of-numbers-and-functions
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const zero = F => V => V; | |
const one = F => V => F(V); | |
const two = F => V => F(F(V)); | |
const three = F => V => F(F(F(V))); | |
const add = N => M => F => V => N(F)(M(F)(V)); | |
const multiply = N => M => F => V => N(M(F))(V); | |
const power = N => M => F => V => (M(N))(F)(V); | |
const successor = N => F => V => F(N(F)(V)); | |
const predecessor = N => F => V => N(g => h => h(g(F)))(u => V)(u => u); | |
let trackerFuncCallCount = 0; | |
const trackerFunc = () => { | |
trackerFuncCallCount++; // increments for each function call | |
} | |
// ! ONLY RUN ONE OF THE BELOW FUNCTION CALLS AT A TIME. | |
// Else, you'll mess with trackerFuncCallCount. | |
// So, just uncomment one function call and run the code. | |
// zero(trackerFunc)(); // trackerFuncCallCount => 0 | |
// one(trackerFunc)(); // trackerFuncCallCount => 1 | |
// two(trackerFunc)(); // trackerFuncCallCount => 2 | |
// three(trackerFunc)(); // trackerFuncCallCount => 3 | |
// add(one)(two)(trackerFunc)(); // trackerFuncCallCount => 3 | |
// add(three)(three)(trackerFunc)(); // trackerFuncCallCount => 6 | |
// multiply(one)(two)(trackerFunc)(); // trackerFuncCallCount => 2 | |
// multiply(three)(three)(trackerFunc)(); // trackerFuncCallCount => 9 | |
// power(one)(two)(trackerFunc)(); // trackerFuncCallCount => 1 | |
// power(three)(three)(trackerFunc)(); // trackerFuncCallCount => 27 | |
// successor(one)(trackerFunc)(); // trackerFuncCallCount => 2 | |
// successor(three)(trackerFunc)(); // trackerFuncCallCount => 4 | |
// successor(successor(one))(trackerFunc)(); // trackerFuncCallCount => 3 | |
// predecessor(one)(trackerFunc)(); // trackerFuncCallCount => 0 | |
// predecessor(three)(trackerFunc)(); // trackerFuncCallCount => 2 | |
// predecessor(predecessor(three))(trackerFunc)(); // trackerFuncCallCount => 1 | |
console.log(trackerFuncCallCount); |
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