IEEE Africon '11 2011
DOI: 10.1109/afrcon.2011.6072160
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Optimization of resources for H.323 endpoints and terminals over VoIP networks

Abstract: We suggest a method of optimizing resource allocation for real time protocol traffic in general, and VoIP in particular, within an H.323 environment. There are two options in the packet network to allocate resources: aggregate peak demand and statistical multiplexing. Statistical multiplexing, our choice for this case, allows the efficient use of the network resources but however exhibits greater packet delay variation and packet transfer delay. These delays are often the result of correlations or time depende… Show more

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Cited by 3 publications
(2 citation statements)
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“…which, for a small queue size, is the exponential process. A similar result using the Lamperti transform appears in [44], from which a discrete process is then interpreted as a geometrical distribution of the queue size variable 𝑛 with the same decrement factor 𝜌 𝑒𝑠 = exp(βˆ’2𝛼π‘₯βˆ•π›½). Accordingly, for the G/G/1 queue, the geometrical distribution is written as:…”
Section: 3 Diffusion Solutionmentioning
confidence: 69%
“…which, for a small queue size, is the exponential process. A similar result using the Lamperti transform appears in [44], from which a discrete process is then interpreted as a geometrical distribution of the queue size variable 𝑛 with the same decrement factor 𝜌 𝑒𝑠 = exp(βˆ’2𝛼π‘₯βˆ•π›½). Accordingly, for the G/G/1 queue, the geometrical distribution is written as:…”
Section: 3 Diffusion Solutionmentioning
confidence: 69%
“…( 40), related to the diffusion process 𝑋, it can be deduced that the probability transition of the diffusion process is 𝑋(𝑑), by 𝑃 π‘₯ (𝑑) = πœ“ exp(βˆ’Ξ˜π‘‘) where πœ“ is the normalization coefficient, and Θ is the diffusion coefficient of its drift and volatility with zero interference (diagonal matrix). As observed, the inference of these exponential increments can be written as in level 1, yielding the geometric distribution [29]…”
Section: Fig 3: Log-transition Probabilitymentioning
confidence: 98%