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A sequence of upper and lower bounds for the Q function (Corresp.)


Abstract:

A sequence of upper and lower bounds for theQfunction defined asQ(x)= 1/ \sqrt{2 \pi} \int_{x}^{\infty} \exp[(-y^{2})/2]dyis developed. These bounds are shown to be tight...Show More

Abstract:

A sequence of upper and lower bounds for theQfunction defined asQ(x)= 1/ \sqrt{2 \pi} \int_{x}^{\infty} \exp[(-y^{2})/2]dyis developed. These bounds are shown to be tighter than those most commonly used.
Published in: IEEE Transactions on Information Theory ( Volume: 30, Issue: 6, November 1984)
Page(s): 877 - 878
Date of Publication: 30 November 1984

ISSN Information:


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