X follows normal distribution with mean mu and variance sigma square and U follows U(0 1) distribution. They are independent of Y where Y=X+(2U-1)C where C is a constant and a function of standard deviation of X and correlation coefficient between X and Y. Please tell me the distribution of (Y,X) and its function.
joint dist of (Y,X) when they are related? am i right or missing something?
for me it seems like, identifying distribution of Y given that known distributions of U and X. if that is the case, it is simply addition of the distributions taking into account of U and X. Please go through the available solved examples from Papoulis
Yes Subrata, I need the joint dist of (y x) when they are related. or even if X ~some f(x), what would be the joint distribution?
- Badges
- Science topic
- Similar topics
- Medicine
- Physiology
- Biosignals
- Biomedical Signal Processing
- Statistical Analysis