A Simulation Project-2

............................................................................................................................................................................................

Quality writer and mathematics expert at your service,please consider my bid for high quality work on time. Hi, Are you little worried and finding freelancer for your task, i am here to deliver beyond your expectations. Award me project without wasting your precious time and allow me to start right away, i am fully capable to complete your task within deadline. I assure you 100% quality work on time. I am a vigilant, hard-working, reliable and smart working writer who delivers project according to clients requirement. i am confident you will get best from me. hope you will consider me,thanks

hello , give me some time and ill do it .. thanx .... waiting for your reply.. regards .........................................

A proposal has not yet been provided

I am an BSc(Hon)Applied Mathematics Graduate from University of South Africa Operations Research "Simulation" I am very familiar with it. This is a simple problem for me but I have given a details in a nut-shell in terms of how I can do it Simulation for Normal distribution (as an example) Generate U1, U2, …, Un ~ U(0; 1) Return X ( I can't write relevant formula here) We can do a test if necessary: The chi-square goodness-of-fit test can be applied to check whether the sequence of random numbers appear to be uniformly distributed between 0 and 1. It is a special case of the chi-square test with all parameters known. We divide the interval [0; 1] into k intervals of equal length and generate n random numbers, U1, U2, …, Un . As a general rule n should be at least 100 here and n/k should be at least 5 Or we can use Kolmogorov-Smirnov test for goodness of fit. A matrix with 100 rows and 2 columns can be presented on a spread sheet where all the necessary calculations and abovementioned test for consistence of our random generation U1,U2,..Un; n(0,100) will be done. Further calculations will be to generate z-vectors (n-independent) using Box-Muller Transformer. And then use z to determine x = μ + A*z You can call me +2761 031 0619 I am based in south Africa