Created
July 28, 2018 11:24
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Perf benchmark for Normal Fibonacci and Fibonacci with Memoization (Dynamic Programming)
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//Fibonacci series perf comparisions | |
//Recursive Call vs Dynamic Programing | |
//1 1 2 3 5 8 13 21 | |
//normal recursion - O(2^n) | |
function fibonacci1(seq) { | |
if(seq === 1 || seq === 2) { | |
return 1; | |
} | |
return fibonacci1(seq - 1) + fibonacci1(seq - 2); | |
} | |
var t1 = performance.now(); | |
fibonacci1(20); | |
var t2 = performance.now(); | |
console.log(t2 - t1); | |
//Dynamic programming - caching/memoization | |
var arr = [1,1]; | |
function fibonacci2(seq) { | |
if(arr[seq - 1]) { | |
return arr[seq - 1]; | |
} | |
arr[seq - 1] = fibonacci2(seq - 1) + fibonacci2(seq - 2); | |
return arr[seq - 1]; | |
} | |
var t1 = performance.now(); | |
fibonacci2(20); | |
var t2 = performance.now(); | |
console.log(t2 - t1); | |
//Dynamic programming >> Normal Recursion | |
//With normal recursion the browser hangs when you try to fin dout fibonacci(100) |
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