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TEAM 26-A TEAM 26-A

TEAM 26-A - PowerPoint Presentation

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Uploaded On 2016-07-17

TEAM 26-A - PPT Presentation

Farida Kassamnath Anup Rawka Motivation Sorting is among the fundamental problems of computer science Sorting of different datasets is present in most applications ranging from simple user applications to complex software Today in this modern age the amount of data to be sorted is ofte ID: 408619

quick sort time parallel sort quick parallel time speed hyper achieved sequential number performance running algorithm sorting algorithms processors

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Presentation Transcript

Slide1

TEAM 26-A

Farida

Kassamnath

Anup RawkaSlide2

Motivation:

Sorting

is among the fundamental problems of computer science. Sorting of different datasets is present in most applications, ranging from simple user applications to complex software. Today, in this modern age, the amount of data to be sorted is often so big, that even the most efficient sequential sorting algorithms become the bottleneck of the application. It may be a database or scientific data.

With the appearance of parallel computing, new possibilities have appeared to remove this bottleneck and improve the performance of known sorting algorithms by modifying them for parallel execution. Improving

Quick Sort Algorithm Performance By Using Parallel Algorithms.Slide3

AIM:

We wanted to find the trade off point after which parallel quick sort

and Hyper Quick sort’s performance started decreasing as the number of processors increases.Slide4

Observations:

N= number of processors

Time is in msec.Slide5

‘Slide6
Slide7
Slide8

Speed up achieved by Parallel Quick Sort over Sequential Sort.

Speed

up

(N=8) = Running time of sequential Sort algorithm Best case run time achieved by Parallel Sort = 2896 = 14.85 195Speed up achieved by Hyper Quick Sort over Sequential Sort.

Speed up

(N=8)

=

Running time of sequential Sort algorithm

Best case run time achieved by

Hyper Quick Sort

=

2896

=

37.12

78

Speed Up calculated over data set of size 10^6Slide9

Speed up achieved by

Hyper Quick

Sort over

Parallel Sort.Speed up(N=8) = Running time of Parallel Sort algorithm Running time achieved by Hyper Quick Sort = 195 = 2.5 78Slide10

Conclusion:

The basis of comparison is the running time, number of comparison and speed up achieved.

1) From the graphs it is obvious that Hyper Quick Sort and Parallel Quick Sort performs much more better than Sequential sort as they take the advantage of parallelism to reduce the waiting time.

2) The performance of Parallel Quick Sort is low as compared to Hyper Quick Sort due to the improper load balancing.3) It is observed that when the number of processors increases after a particular number the performance of Parallel and Hyper Quick Sort decreases because of MPI communication overheads. Slide11

THANK YOU