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Big O Notation - Full Course
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This course will teach you how to understand and apply the concepts of Big O Notation to Software Engineering. Big-O notation is a way to describe how long an algorithm takes to run or how much memory is used by an algorithm.
⭐️ Course Contents ⭐️
⌨️ (0:00:00) Intro
⌨️ (0:00:39) What Is Big O?
⌨️ (0:07:08) O(n^2) Explanation
⌨️ (0:14:06) O(n^3) Explanation
⌨️ (0:26:29) O(log n) Explanation Recursive
⌨️ (0:31:12) O(log n) Explanation Iterative
⌨️ (0:36:08) O(log n) What Is Binary Search?
⌨️ (0:41:30) O(log n) Coding Binary Search
⌨️ (0:58:12) O(n log n) Explanation
⌨️ (1:02:50) O(n log n) Coding Merge Sort
⌨️ (1:17:04) O(n log n) Merge Sort Complexity Deep Dive
⌨️ (1:28:06) O(2^n) Explanation With Fibonacci
⌨️ (1:36:02) O(n!) Explanation
⌨️ (1:47:19) Space Complexity & Common Mistakes
⌨️ (1:55:53) End
🎉 Thanks to our Champion and Sponsor supporters:
👾 Wong Voon jinq
👾 hexploitation
👾 Katia Moran
👾 BlckPhantom
👾 Nick Raker
👾 Otis Morgan
👾 DeezMaster
👾 Treehouse
👾 AppWrite
--
⭐️ Course Contents ⭐️
⌨️ (0:00:00) Intro
⌨️ (0:00:39) What Is Big O?
⌨️ (0:07:08) O(n^2) Explanation
⌨️ (0:14:06) O(n^3) Explanation
⌨️ (0:26:29) O(log n) Explanation Recursive
⌨️ (0:31:12) O(log n) Explanation Iterative
⌨️ (0:36:08) O(log n) What Is Binary Search?
⌨️ (0:41:30) O(log n) Coding Binary Search
⌨️ (0:58:12) O(n log n) Explanation
⌨️ (1:02:50) O(n log n) Coding Merge Sort
⌨️ (1:17:04) O(n log n) Merge Sort Complexity Deep Dive
⌨️ (1:28:06) O(2^n) Explanation With Fibonacci
⌨️ (1:36:02) O(n!) Explanation
⌨️ (1:47:19) Space Complexity & Common Mistakes
⌨️ (1:55:53) End
🎉 Thanks to our Champion and Sponsor supporters:
👾 Wong Voon jinq
👾 hexploitation
👾 Katia Moran
👾 BlckPhantom
👾 Nick Raker
👾 Otis Morgan
👾 DeezMaster
👾 Treehouse
👾 AppWrite
--
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