Divide and conquer

NongArundas asked Jan 7, 2019

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dhruba asked May 29, 2023

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Consider a divide and conquer algorithm that divides an input of size n into a subproblems, each of size n/b, and the cost of dividing and merging the problems is given by f(n) = Θ(n^c). The Master Theorem classifies this into different cases based on the value of c in relation to log_b(a). Could you explain the intuition and reasoning behind these classifications?

Consider a divide and conquer algorithm that divides an input of size n into a subproblems, each of size n/b, and the cost of dividing and merging the problems is given b...

dhruba

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dhruba asked May 29, 2023

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[ Jiren ] asked Aug 28, 2022

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Divide and conquer
How To Solve This Using Divide And Conquer Suppose we are given the two n bit integers, assuming for common sense n as power of 2. It is required to multiply them using Divide & conquer method. What is the divide & conquer recurrence, that would arise for the problem. 1. T(n) = 4T(n/2) + O(1) 2. T(n) = 2T(n/2) + O(n) 3. T(n) = 4T(n/2) + O(n^2) 4. T(n) = 4T(n/2) + O(n)

How To Solve This Using Divide And ConquerSuppose we are given the two n bit integers, assuming for common sense n as power of 2. It is required to multiply them using Di...

[ Jiren ]

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[ Jiren ] asked Aug 28, 2022

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saikumar kella asked Jan 8, 2019

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Divide and Conquer
Let us say we are given 2 binary strings of n-bits each which represent the values of two integers. We wish to calculate the product of these 2 integers. Using Divide and Conquer approach we can reduce the number of intermediate products in the each step by ... the number of splits in each step is k, then what is the time complexity for calculating the product of the 2 integers?

Let us say we are given 2 binary strings of n-bits each which represent the valuesof two integers. We wish to calculate the product of these 2 integers. Using Divideand C...

saikumar kella

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saikumar kella asked Jan 8, 2019

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altamash asked Nov 6, 2018

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divide and conquer
The runtime of a divide-and-conquer algorithm is described by the following recurrence: T(n) = 4T(n/2) + O(1). How many subproblems will we have at the 6th level of recursion if the top level is considered to be the 0th level________? what does mean by branching factor in this????

The runtime of a divide-and-conquer algorithm is described by the following recurrence: T(n) = 4T(n/2) + O(1). How many subproblems will we have at the 6th level of recur...

altamash

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altamash asked Nov 6, 2018

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Divide and conquer

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