Pages that link to "Item:Q2095894"

The following pages link to Multiple hypergeometric functions in communication theory: Evaluations of error probabilities for four-parameter, \( \kappa{-}\mu\) and \(\eta{-}\mu\) signals distributions in general fading channels (Q2095894):

Displaying 6 items.

• Some properties of multiple hypergeometric functions and applications in the probability theory (Q2095880) (← links)
• A comprehensible form of the product of two Gaussian \(Q\) functions and its usefulness in \(\kappa-\mu\) shadowed fading distribution (Q2181403) (← links)
• Application of hypergeometric functions of several variables in the mathematical theory of communication: evaluation of error probability in fading singlechannel system (Q2214331) (← links)
• The distribution function of the maximum of \(n\) random variables and its application in communication theory (Q6074751) (← links)
• Generalized \(IK \)-distribution in noise immunity theory (Q6095170) (← links)
• Generalizations of the Jacobi identity to the case of the Lauricella function FD(N) (Q6593048) (← links)