Implementation Cross-Product Algorithm for SVD must use C

Hello I am relatively new computer engineer here in FL, I am mainly focused on parallel computing you can tell from my profile. I would like to help with this, I suppose your main objective is an efficient implementation my knowledge on CUDA optimization may be helpful. Do you target square NxN matrices? I don't know if you are supposed to write a new code or you can base your solution to a previous one, have you done any search? [login to view URL] Also there is CuSolver which can handle such a task. If you want a textbook reference I think "Numerical Recipes in C" is very detailed about the subject

I am very proficient in c and c++. I have 16 years c++ developing experience now, and have worked for more than 7 years. My work is online game developing, and mainly focus on server side, using c++ under Linux environment. I made many great projects using c++, for example, I made the tools which could convert java codes into c++ scripts, of course garbage collection included, this was very similar to a compiler, and was very complex. I also made our own mobile game using c++, I can show you the demo of client, if you like. I am very proficient in java also. I have a very good review on Freelancer.com, I never miss a project once I accept the job, you can check my review. Trust me, please let expert help you.

!!!!!!!!!!!!!!!!!!!!!!!!!!!!! Hello !!!!!!!!!!!!!!!!!!!!!!!!!!!! How are you? I have great interest since I have experience with SVD. I have ever done SVD using OpenMp(opencv multi processing), which used multi cpu processing. So, I can fulfill this project using Cuda through some study, I am sure. I would like to discuss with you in more details. Thanks and regards. Richard Minh.

Hello, expert in C programming here and Numerical Analysis. I can implement the SVD decomposition for a matrix for you. AFAIK, the cross-product algorithm implies creating a cross-product matrix from the original one extracting the columns means and normalizing. After this one will apply typical SVD decomposition algorithms but on the new matrix (the one obtained in the previous step). Thanks and let me know if you are interested to work with me, Paul

I'm an expert C++, C#, Java and Python developer who has been actively coding for 6 years. I've implemented various matrix and vector space algorithms for graphics courses, which I've studied and taught in universities.

Greetings, Delivery would appear within 2 days log timeline for 200 USD price. Please message back if this proposal turns you interested. Thank you, Best Regards,