What is Bimodal Gaussian parameter distribution?

Q.  Which type/s of Gaussian parameter distribution represents statistically reduced nominal parameters by the mechanism of multiplication of distribution?
- Published on 25 Sep 15

a. Relative Variation
b. Absolute Variation
c. Bimodal
d. All of the above

ANSWER: Bimodal

Related Content

 

    Discussion

  • Satyawati Patil   -Posted on 09 Oct 15
    Monte Carlo method is a technique for analyzing the uncertainty in propagation. It helps to determine the effects of random variation, lack of knowledge or error over the sensitivity, performance or reliability of the modeled system.

    Monte Carlo analysis uses the random number generator to generate the functions such as Gaussian parameter distribution, uniform parameter distribution and random limit parameter distribution.

    Gaussian parameter distribution mainly comprises relative variation, absolute variation and bimodal distributions. Relative variation represents the ratio of average while absolute variation is added to average. In bimodal distribution, normal parameters get statistically minimized by performing multiplication of distribution.

➨ Post your comment / Share knowledge


Enter the code shown above:

(Note: If you cannot read the numbers in the above image, reload the page to generate a new one.)
▲