Probability distributions involving Gaussian random variables : a handbook for engineers and scientists
By M. Simon. 2002
583 citations recorded by the source corpus.
View Paper: https://www.semanticscholar.org/paper/2c082aac4cf062cd26df29e16dd59e8c5515e120
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
- Jari Salo
- Kai‐Kit Wong
- Hassan M. El-Sallabi
- Kin-Fai Tong
- Yangyang Zhang
- J. Kimionis
- P. Vainikainen
- John N. Sahalos
Citations in the corpus
- Fluid Antenna Systems (2020, background): “where Q1(a, b) is the first-order Marcum Q-function [28].”
- Fluid Antenna Multiple Access (2020, background): “Lemma 2 We have the following lower bound for Q 1 ( α, β ) : Proof: This can be obtained by taking only the first term of the definition in [31, (A.5)].”
- A note on gamma difference distributions (2015, unknown): “An updated version of these technical notes is prepared by Simon.”
- The distribution of the product of independent Rayleigh random variables (2006, background): “They cannot be found even in the advanced handbook [8] hence,”
- Increased Range Bistatic Scatter Radio (2014, background): “The squared magnitude of the baseband signal m(2)k = |y[k]|2, for given sk ∈ {a, b}, is the sum of two squared, independent Gaussians with the same variance and different means; thus, m(2)k follows a non-central Chi-squared distribution with 2 degrees of freedom and non-centrality parameter sk [25],”