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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)")
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Walter Roberson
il 16 Apr 2018
![](https://www.mathworks.com/matlabcentral/answers/uploaded_files/189686/image.png)
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
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Bernhard Suhm
il 23 Apr 2018
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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