Mathematical Conjecture for Random Complex Distributions of Random Complex Variables and their Common Statistics
Abstract
The random complex variable is a kind of random variable which in complex number as the random variable. In this paper, study on mathematical conjecture of random complex variable, two-dimensional joint distribution and complex expected, complex variance and other common statistics in the real and imaginary part of the random variables satisfy the independent standard normal distribution condition.
Keywords
Full Text:
PDFReferences
Mao S. S., Pu X. L., & Cheng Y. M. (2012). A Concise Course on Probability Theory and Mathematical Statistics. Beijing: Higher Education Press, 37‒38.
Li Z. (2014). Complex Variable Function. Beijing: Higher Education Press, 1‒2.
Zhai Y. (2013). Comparison of the properties of the complex variable function and real variable function. Science & Technology Information, (12), 115‒116.
Niu H. X. (2005). Uniform Differentiability of Complex Variable Functions. Yantai Teachers University Journal, Natural Science Edition, (1), 26‒28.
Zheng L. W., & Song S. N. (2010). Mathematical research of complex number and the simplified proof of Cauchy's integral theorem. Journal of Shenyang Normal University (Natural Science Edition), (4), 38‒40.
Wang T., & Tang S. P. (2015). Study and analysis of complex variable function technique. Cai Zhi, (8), 1‒2.
DOI: http://dx.doi.org/10.18686/fm.v1i0.3
Refbacks
- There are currently no refbacks.