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NSGA-III in MATLAB

version 1.0.0.0 (15.2 KB) by Yarpiz

Yarpiz (view profile)
Implementation of Non-dominated Sorting Genetic Algorithm III in MATLAB
3.7
6 Ratings

53 Downloads

Updated 11 Dec 2016

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This a MATLAB implementation of NSGA-III. Jan and Deb, extended the well-know NSGA-II to deal with many-objective optimization problem, using a reference point approach, with non-dominated sorting mechanism. The newly developed algorithm is simply called: NSGA-III. The main reference paper is available here: http://doi.org/10.1109/TEVC.2013.2281535.
For more information, see following link:
http://yarpiz.com/ypea126

Cite As

Yarpiz (2020). NSGA-III in MATLAB (https://www.mathworks.com/matlabcentral/fileexchange/60678-nsga-iii-in-matlab), MATLAB Central File Exchange. Retrieved .

Comments and Ratings (12)

Zehua Dai

Zehua Dai (view profile)

I am sorry to find that I cannot obtain a pareto surface by this algorithm. I found the reference points Zr is not used at all.

qipeng

qipeng (view profile)

SHUNLIN ZHENG

SHUNLIN ZHENG (view profile)

Can this arithmetic solve constrainted MOPs?Thank you!

Vipin Das P

Vipin Das P (view profile)

anubhav goyal

anubhav goyal (view profile)

monika roopak

monika roopak (view profile)

please inform how to change objective function in the code, i changed mop function but it gives error for 4 objective functions

Sohail

Sohail (view profile)

Why wasn't simulated binary crossover (SBX) used. It was used in the actual paper but not in this code.

Anjali

Anjali (view profile)

Sir, Can u please provide the same code for image clustering.

ashkan ha

ashkan ha (view profile)

ashkan ha

ashkan ha (view profile)

hi
this code is not correct
this matlab nsga3 code normalizes entire population but according to the reference article, we must normalizes St population
( page 5 and 6 article :An Evolutionary Many-Objective Optimization
Algorithm Using Reference-point Based
Non-dominated Sorting Approach,
Part I: Solving Problems with Box Constraints)
at the code ( [pop, params] = NormalizePopulation(pop, params); ) it s the part that u must check

this is one of problem of this code

bolangsha

bolangsha (view profile)

Can this arithmetic solve constrainted problems?Thank you!

Maowei He

Maowei He (view profile)

Thank you, I just need it.

Updates

1.0.0.0

Link added.
MATLAB Release Compatibility
Created with R2015b
Compatible with any release
Platform Compatibility
Windows macOS Linux

YPEA126 NSGA-III/NSGA-III/