On the reliability exponent of the geometric-server timing channel

Guy Nakibly; Shraga I. Bross

On the reliability exponent of the geometric-server timing channel

Guy Nakibly
, Shraga I. Bross

Bar-Ilan University - The Alexander Kofkin Faculty of Engineering

Research output: Chapter in Book/Report/Conference proceeding › Conference contribution › peer-review

Abstract

The reliability exponent E(R) of the Bedekar-Azizoglu discrete-time geometric-server timing channel with service rate μ packets per slot is determined for all rates R between the critical rate Rc and the channel capacity. For rates between 0 and Rc, we provide a random-coding lower bound Et(R) and a sphere-packing upper bound Esp(R) on E(R).

Original language	American English
Title of host publication	IEEE International Symposium on Information Theory
State	Published - 2004

Bibliographical note

Place of conference:USA

Cite this

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title = "On the reliability exponent of the geometric-server timing channel",

abstract = "The reliability exponent E(R) of the Bedekar-Azizoglu discrete-time geometric-server timing channel with service rate μ packets per slot is determined for all rates R between the critical rate Rc and the channel capacity. For rates between 0 and Rc, we provide a random-coding lower bound Et(R) and a sphere-packing upper bound Esp(R) on E(R).",

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AU - Bross, Shraga I.

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N2 - The reliability exponent E(R) of the Bedekar-Azizoglu discrete-time geometric-server timing channel with service rate μ packets per slot is determined for all rates R between the critical rate Rc and the channel capacity. For rates between 0 and Rc, we provide a random-coding lower bound Et(R) and a sphere-packing upper bound Esp(R) on E(R).

AB - The reliability exponent E(R) of the Bedekar-Azizoglu discrete-time geometric-server timing channel with service rate μ packets per slot is determined for all rates R between the critical rate Rc and the channel capacity. For rates between 0 and Rc, we provide a random-coding lower bound Et(R) and a sphere-packing upper bound Esp(R) on E(R).

UR - https://scholar.google.co.il/scholar?q=On+the+reliability+exponent+of+the+geometric-server+timing+channel&btnG=&hl=en&as_sdt=0%2C5

M3 - Conference contribution

BT - IEEE International Symposium on Information Theory

ER -

On the reliability exponent of the geometric-server timing channel

Abstract

Bibliographical note

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