Very Simple Tight Bounds on the Q-Function

Q-Functions

İstanbul Technical University (ITU) – Faculty of Electrical and Electronic Engineering, Telecommunication Department
TEL415 – Data Communications, 2012-2013 Fall, Term Project

This paper presents realization of the paper [1] contains calculation of new lower and upper bounds on the Gaussian Q-function, which are in simple algebraic form that contain only two exponential terms. Lower and upper bounds are obtained from selected coefficients which are stated in the paper [1]. Moreover, this new lower and upper bounds allow Q-function to calculate simpler than numeric integration. In addition to realization of paper [1], combination of new Supertight bounds and its performance and accuracy are represent in this paper with comparing other methods such as numeric integration, Jensen-Cotes[2] methods and exponential representation [3].

This work can be used and edited on condition keeping same license and it is not allowed using for commercial purposes.

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Analysis Of New Simple Tight Bounds On The Q-Function by Burak Kurt and Burak Çörekçioğlu is licensed under a Creative Commons Attribution-Gayriticari-ShareAlike 3.0 Unported License.

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