| Название | : | BS-1. Binary Search Introduction | Real Life Example | Iterative | Recursive | Overflow Cases |
| Продолжительность | : | 33.27 |
| Дата публикации | : | |
| Просмотров | : | 57 rb |
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Please comment understood and give us a like if you got everything :) Comment from : take U forward |
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00:07 Binary search is a searching algorithm in a limited search spacebrbr02:13 Binary search is a search algorithm applicable in a sorted areabrbr06:36 Binary search helps to reduce time complexity in searchingbrbr08:37 Binary search trims down the search space by splitting it into halvesbrbr12:59 Binary search works by dividing the search space between low and high and narrowing it down until the element is found or the search space is exhaustedbrbr15:03 Binary Search is a simple and efficient searching algorithmbrbr19:01 Binary search is a recursive algorithm that repeatedly halves a sorted array to find an elementbrbr20:50 Performing binary search using recursion and base case handlingbrbr24:39 The video explains how recursion works in binary searchbrbr26:27 Binary search reduces the search space by half in each stepbrbr30:27 Binary search can cause overflow when the search space becomes small and the low value reaches the maximum integer valuebrbr32:35 Binary search Overflow case explained Comment from : Abhay |
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us Comment from : Prathamesh Padhye |
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Note - overflow case Comment from : Harsh Shukla |
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🎯 Key Takeaways for quick navigation:brbr00:16 🔍 Binary search is a searching algorithm applicable in a sorted search spacebr01:37 📚 A real-life example of binary search involves finding a word in a sorted dictionarybr05:32 🧐 Binary search can efficiently find elements in a sorted array, reducing time complexitybr07:03 🔄 Iterative binary search involves maintaining low and high pointers to narrow down the search spacebr13:36 🔁 The iterative binary search algorithm can be represented in pseudocodebr17:18 ♻️ Recursive binary search is applicable when the same task is repeated with different search spacebr20:32 ⛔ The base case in recursive binary search is when the search space is exhausted, returning -1br21:41 📚 Binary search involves dividing the search space and recursively searching in the left or right half based on the target valuebr26:28 ⏰ The time complexity of binary search is logarithmic (log base 2) because it divides the search space in half with each stepbr30:43 💥 Binary search can encounter overflow issues when the search space is near the maximum integer value, and solutions include using long long or adjusting the midpoint calculationbr32:55 📺 The video covers binary search in-depth, including practical examples and problem-solving techniquesbrbrMade with HARPA AI Comment from : Akshay Khandelwal |
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