2003
DOI: 10.1109/tnet.2002.808403
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A multiqueue service room MAC protocol for wireless networks with multipacket reception

Abstract: Abstract-An adaptive medium-access control (MAC) protocol for heterogeneous networks with finite population is proposed. Referred to as the multiqueue service room (MQSR) protocol, this scheme is capable of handling users with different quality-of-service (QoS) constraints. By exploiting the multipacket reception (MPR) capability, the MQSR protocol adaptively grants access to the MPR channel to a number of users such that the expected number of successfully received packets is maximized in each slot. The optim… Show more

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Cited by 96 publications
(5 citation statements)
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“…A sub-optimal transmission policy in the asymmetrical scenario can be obtained by adding all the elements of the determinant matrix and setting it to zero as in (16). This sub-optimum transmission policy has lower complexity as compared to the exact solution in the expression in (11). The next subsection confirms the validity of this conjecture for the general N-reception model case in the symmetrical scenario.…”
Section: Symmetrical Case N-reception Modelsupporting
confidence: 66%
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“…A sub-optimal transmission policy in the asymmetrical scenario can be obtained by adding all the elements of the determinant matrix and setting it to zero as in (16). This sub-optimum transmission policy has lower complexity as compared to the exact solution in the expression in (11). The next subsection confirms the validity of this conjecture for the general N-reception model case in the symmetrical scenario.…”
Section: Symmetrical Case N-reception Modelsupporting
confidence: 66%
“…The next subsection confirms the validity of this conjecture for the general N-reception model case in the symmetrical scenario. This means that the proposed conjecture allows us to approximate the highly complex solution of the determinant equation in (11), by a simple sum of the elements of the Jacobian matrix as in (16). The analytic proof of this conjecture in the general asymmetrical is not addressed by this paper.…”
Section: Symmetrical Case N-reception Modelmentioning
confidence: 95%
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