A Gauss Jordan Calculator, Convergence of the Power Method, and Animation in Two Dimensions -- 2
$200 USD
Paid on delivery
(a)You will implement the Gauss-Newton method for finding the best curve approximation to a set of data given a curve fa,b,c(x).
(b) In this part you’ll investigate the convergence of the power method for calculating eigenvalues and eigenvectors of randomly generated 2 × 2 matrices.
(c) using linear transformations, you will create a movie consisting of 121 frames (numbered from 0 to 120) which can be shown one every 1/24 second. The idea is to create a sequence of frames such that consecutive pairs of frames differ slightly from one another. You should at least provide the data corresponding to each frame and show pictures of sample frames, but if you are able to provide a movie, that would be nice.
Project ID: #6676406
About the project
10 freelancers are bidding on average $2626 for this job
Professional working in engineering problem simulation using MATLAB .........................................
i use mat lab .................................................................................................................................................................................. :)
A researcher holding a PhD degree in physics and mathematical sciences will be happy to do this project for you.
I am capable of doing this. I have a master degree in physics and I have a strong professional background in mathematical computational field. I have already used the Gauss-Newton algorithm for dynamics simulations. An More
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Dear Sir, I will submit (modify) my proposal in 5 days after doing some of the first part (Gauss-Newton method) and if I feel I can do the rest in my time (15-5=10 days then). I use Matlab/Simulink for my computatio More
have 10 years experience in software development mostly in Java technologies. I can deliver work less time and budget. You can see my portfolio and profile for further details.
