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On this page
  • Objectives
  • The Big O of Objects
  • Object methods
  • The Big O of Arrays
  • Insertion and removal
  • Array methods
  1. Javascript
  2. Algorithms Data Structures

Analyzing Performance Of Arrays And Objects

Objectives

  • Understand how objects and arrays work through the lens of big O

  • Explain why adding elements to the beginning of an array is costly

  • Compare and contrast the runtime for arrays, objects, and their built-in methods

The Big O of Objects

Objects don't have order, but they are great for manipulating and accessing data inside them very fast:

  • Insertion is O(1)

  • Removal is O(1)

  • Access/retrieval is O(1)

  • Searching through an object is O(n)

Object methods

  • Object.keys is O(n) because it has to search through all keys and store them in an array

  • Object.values is O(n) for the same reason

  • Object.entires is O(n) for the same reason too

  • Object.hasOwnProperty is O(1) because it's just checking 1 key

The Big O of Arrays

Arrays have order and fast access, but sometimes insertion and removal of data is expensive.

  • Access/retrieval is O(1)

  • Searching through an array is O(n)

  • Insertion varies

  • Removal varies

Insertion and removal

Adding or removing an element from the end of an array is O(1). It's kind of like adding a key/value pair to an object.

However, adding or removing from the beginning of an array is O(n). That's because every element in the array after the first has to be re-indexed to maintain the order.

Pro tip: Avoid adding or removing from the beginning of an array. It's expensive. Only do it when you need it.

Array methods

  • push and pop are O(1) because it's like a key/value pair assignment

  • shift and unshift are O(n) because they require re-indexing

  • concat is O(n) because you have to go through all elements in the arrays to get back the concatenated copy

  • slice is O(n) because the number of elements you're slicing is the number you have to go through

  • splice is O(n) because, in the worst case, you're basically adding to the beginning of an array and re-indexing everything after it

  • sort is O(n * log n) because it has to perform comparisons, which makes it more complicated than just a linear O(n)

  • Finally, forEach, reduce, map, filter, etc. are all O(n) because you're iterating through each element once.

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Last updated 3 years ago