I have been stuck on the followng quesiton,please help.
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We hope to generate two correlated random variables X and Y such that: X Exp(lambda), Y Weibull( alpha; beta ), with lambda= 2, alpha= 2, beta= 3: Do the following for three diff erent values for the correlation: X;Y = 0.8; 0.2 and -0.8
(a) Use a Gaussian copula to generate N = 105 independent (X; Y ) pairs and estimate the correlation using the simulated data.
(b) Plot all (X; Y ) pairs. Verify that the marginal distributions look appropriate. (In MATLAB use command \histogram(X)" or \scatterhist(X,Y)")
4 Comments
Walter Roberson
on 15 Apr 2018
Your posting has a number of unprintable characters such as 'NEGATIVE ACKNOWLEDGE' (U+0015) and 'FORM FEED (FF)' (U+000C), so I have not reformatted it to make it easier to read. It is not possible to tell if those characters are needed for the question to be understood.
Abheet Khaira
on 15 Apr 2018
Walter Roberson
on 16 Apr 2018

Notice all the little square boxes. Those are place-holders for characters that are not printable.
It appears that at least one of them stands in for the ~ sign, and one of them stands in for rho
Answers (1)
Bernhard Suhm
on 23 Apr 2018
0 votes
It's not our role to help solve course problems here, but maybe copularnd and corr will let you do what you need.
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