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Steepest Ascent method in Matlab

Hi,

I have a small optimization problem. There are only 3 constraints. There are only two decision variables. The objective function is not known in analytic form and needs to be computed by calling a function in matlab, which I have already written. I can also show the surface that is generated by this objective function.

I want to have the steepest ascent algorithm coded to find the maxima.

Thanks,

Kaushik.

Kemahiran: Matlab and Mathematica

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Tentang Majikan:
( 1 ulasan ) Arlington, United States

ID Projek: #4071687

Dianugerahkan kepada:

krishnaiitd

Hello, I have working experience in Optimization and done project in this area. Please check your mail for details. Thank you.

$200 USD dalam 10 hari
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4.2

14 pekerja bebas membida secara purata $135 untuk pekerjaan ini

MikroStar

hi, i can help.

$220 USD dalam 5 hari
(28 Ulasan)
6.1
RotorProgrammer

Hello. I can solve this optimization problem for you.

$120 USD dalam 2 hari
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5.2
bchandra1955

Sure professional MATLAB user and working engineer is here for your project.

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4.7
VolKa

See PM,please.

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4.0
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3.5
sam79

I can do this perfectly in 3-4 days. best wishes

$110 USD dalam 4 hari
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2.8
stevanche

Hi, I am passionate Matlab user and expert in optimization toolbox. Please see my PM for more details.

$130 USD dalam 3 hari
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2.8
eecs93

Do you have the Optimization toolbox? I can do this with or without the toolbox. Just provide as much info as you can up front.

$60 USD dalam 7 hari
(2 Ulasan)
2.5
pchandrasekhran

I can do it.

$80 USD dalam sehari
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2.3
betaenergy

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0.0
TahsinD

Hello! I am good at matlab programming and can help you in the project. Please, give me a chance to prove my best to you.

$200 USD dalam 5 hari
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nmlemus

I have experience with Matlab and I read the paper that you attach. I can do the job in 2 days, so if you are interesting contact me. Regards Noel

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sambitkar

Sure success and efficient delivery

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btuguldur

I have done same problem in my job. My problem's objective function is the solution of system of the nonlinear differential equation. I use steepest ascent, newton's, genetic algorithm methods. So I can do that for you Lagi

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