Divide and Conquer: Binary Search with Swift Tutorial | Brian Advent

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Learn how to implement binary search algorithm, what divide and conquer and time complexity means.

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Комментарии
Автор

This works only when the array is sorted. In the real world, this is almost never the case.
Also, there is no need for a counter to print the iterations. The playground prints the number on the left side.
Brian, love your videos! Very clean and understandable tutorials!

sami
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Very good demonstration of two different concepts. Thanks for your work, Brian!

vandanpatel
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Thank for this tutorial with simple explanation! You're awesome! 😎

danielprast
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Love this more theoretical tutorial! Keep up the good work!

Herman-geux
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Awesome content to share! Please, it would be great to have more. Thanks!

lecomp
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In last if statement range should be range.startIndex ..< midpoint

MegaNulls
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Hi. Shouldn't line 33 read 'range = range.startIndex ..< midpoint' instead of 'range = 0 ..< midpoint'?

bfras
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I don't believe this is divide and conquer. It would need "two disjoint recursive calls". Binary search divides the problem but does not solve each of the divided halves recursively. Not sure tho :)

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