Master Big O Notation: Simplified Guide to Time & Space Complexity π
Learn the fundamentals of Big O notation with easy-to-understand explanations. Perfect for software engineers and interview prep. Equip yourself for success!

LeetCoder
7.3K views β’ Jul 2, 2023

About this video
Understanding Big O notation is essential for software engineers, especially those that are interviewing.
EQUIPMENT I USE
β¨οΈ Keyboard: https://amzn.to/3tgO0le
π±οΈ Mouse: https://amzn.to/45qLl5T
π₯οΈ Monitor: https://amzn.to/3PzgWw7
π§ Headphones: https://amzn.to/3PE5C1S
π€ Mic: https://amzn.to/3EX9lCx
πͺ Chair: https://amzn.to/3PDDlZ6
BOOKS I RECOMMEND:
π Clean Code: https://amzn.to/3rzjnqz
π The Singularity is Near: https://amzn.to/3RGjfjO
π Superintelligence: https://amzn.to/3M3Zz5R
π Deep Work: https://amzn.to/3tdDZFi
DISCLAIMER: Links might be affiliate links. As an Amazon Associate I earn from qualifying purchases. There is no additional charge to you, so thank you for supporting my channel!
00:00 - Intro
00:08 - An Analogy
00:27 - Time Complexity
01:11 - Definition
01:21 - Best Case, Worst Case, Expected Case
02:25 - Space Complexity
02:51 - Simplify
03:46 - Academia
An engineer who understands Big O notation can more accurately estimate how an algorithm will perform with larger datasets. This predictive ability is crucial in the world of big data, where algorithms must often process vast amounts of information. If an algorithm's performance degrades rapidly with increasing input size, it may not be a suitable choice for large-scale data processing. Conversely, an algorithm that scales well with input size, as indicated by its Big O notation, could be an ideal choice in such circumstances.
In addition, Big O notation helps software engineers make informed decisions about trade-offs between different algorithmic solutions. A solution with a faster running time may consume more memory, or vice versa. Understanding Big O notation helps engineers balance these trade-offs, choosing the most suitable algorithm for their specific requirements and constraints.
#programming #coding #computerscience
EQUIPMENT I USE
β¨οΈ Keyboard: https://amzn.to/3tgO0le
π±οΈ Mouse: https://amzn.to/45qLl5T
π₯οΈ Monitor: https://amzn.to/3PzgWw7
π§ Headphones: https://amzn.to/3PE5C1S
π€ Mic: https://amzn.to/3EX9lCx
πͺ Chair: https://amzn.to/3PDDlZ6
BOOKS I RECOMMEND:
π Clean Code: https://amzn.to/3rzjnqz
π The Singularity is Near: https://amzn.to/3RGjfjO
π Superintelligence: https://amzn.to/3M3Zz5R
π Deep Work: https://amzn.to/3tdDZFi
DISCLAIMER: Links might be affiliate links. As an Amazon Associate I earn from qualifying purchases. There is no additional charge to you, so thank you for supporting my channel!
00:00 - Intro
00:08 - An Analogy
00:27 - Time Complexity
01:11 - Definition
01:21 - Best Case, Worst Case, Expected Case
02:25 - Space Complexity
02:51 - Simplify
03:46 - Academia
An engineer who understands Big O notation can more accurately estimate how an algorithm will perform with larger datasets. This predictive ability is crucial in the world of big data, where algorithms must often process vast amounts of information. If an algorithm's performance degrades rapidly with increasing input size, it may not be a suitable choice for large-scale data processing. Conversely, an algorithm that scales well with input size, as indicated by its Big O notation, could be an ideal choice in such circumstances.
In addition, Big O notation helps software engineers make informed decisions about trade-offs between different algorithmic solutions. A solution with a faster running time may consume more memory, or vice versa. Understanding Big O notation helps engineers balance these trade-offs, choosing the most suitable algorithm for their specific requirements and constraints.
#programming #coding #computerscience
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Video Information
Views
7.3K
Likes
172
Duration
4:46
Published
Jul 2, 2023
User Reviews
4.6
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