| • द्वि चर प्रसामान्य-बंटन • द्विचर प्रसामान्य-बंटन | |
| bivariate: द्विचर | |
| normal: प्रसामान्य | |
| normal distribution: सामान्य वितरण | |
| distribution: वितरण विभाजन | |
bivariate normal distribution मीनिंग इन हिंदी
bivariate normal distribution उदाहरण वाक्य
उदाहरण वाक्य
अधिक: आगे- The problem I am doing is in connection with the bivariate normal distribution.
- Note that \ Phi is the cumulative distribution function of the bivariate normal distribution.
- Many samples from a bivariate normal distribution.
- I found, that a bivariate normal distribution is independent, if it is uncorrelated.
- It may be thought of as an analogue on the torus of the bivariate normal distribution.
- It is the analogue on the two-dimensional unit sphere of the bivariate normal distribution with an unconstrained covariance matrix.
- They just correspond to a degenerate bivariate normal distribution . talk ) 16 : 49, 2 November 2009 ( UTC)
- In the case of utilization distributions constructed from unbounded kernel elements, such as bivariate normal distributions, the utilization distribution is itself unbounded.
- where \ mathcal { N } ( ) is the bivariate normal distribution and \ Sigma is the covariance matrix for the circular distribution:
- Most distributions are univariate, so that Q _ 1 = 1, and an example of Q _ 1 = 2 is the bivariate normal distribution.
