Proceedings of the 7th ACM International Workshop on Mobile Video 2015
DOI: 10.1145/2727040.2727042
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(Not) yet another policy for scalable video delivery to mobile users

Abstract: In this work, we provide a methodology to analyze optimal adaptation policies for scalable video delivery in mobile environments. Typically, download policies for adaptive video are tuned to very specific system settings. The aim of this work is not to propose a new policy, but instead to understand how the optimal policy changes according to the operating environment and the system characteristics of a mobile video client. Armed with this insight, we can design or adapt policies for SVC adaptive video deliver… Show more

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Cited by 8 publications
(12 citation statements)
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“…A DTMC assumes the time the system spends in each state is equal for all states. This time depends on the prediction application and can range from a few hundred milliseconds to predict wireless channel quality [62], to tens of seconds for user mobility prediction [19], [53], to hours for Internet traffic [93]. For tractability reason, the state space is often compressed by means of simple heuristics [20], [53], [102], K-means clustering [62], [136], equal probability classification [102], and density-based clustering [136].…”
Section: Statistical Methods For Probabilistic Forecastingmentioning
confidence: 99%
See 2 more Smart Citations
“…A DTMC assumes the time the system spends in each state is equal for all states. This time depends on the prediction application and can range from a few hundred milliseconds to predict wireless channel quality [62], to tens of seconds for user mobility prediction [19], [53], to hours for Internet traffic [93]. For tractability reason, the state space is often compressed by means of simple heuristics [20], [53], [102], K-means clustering [62], [136], equal probability classification [102], and density-based clustering [136].…”
Section: Statistical Methods For Probabilistic Forecastingmentioning
confidence: 99%
“…In particular, the authors show the proportional dependency between utility and buffer size, as well as the complexity of the two algorithms. Furthermore, a Markov model is adopted to represent different user's achievable rates [61] and channel states [62]. The transition matrix is derived empirically to minimize the number of video stalls and their duration over a 10-second horizon.…”
Section: B Link Contextmentioning
confidence: 99%
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“…With this technique, any arbitrary QA mechanism can be modeled as a set of policy matrices, each representing a particular channel state. For the remainder of our analysis, we consider three different QA policies: 1) Diagonal Buffer Policy (DBP): Results from existing research [7], [8] suggest that it is optimal to pre-fetch lower layers first, and fill higher layers after. In this policy, which we call the diagonal policy, the user starts pre-fetching sub-segments from the lowest layer until the difference between the sub-segments of that layer and the one above reaches a certain pre-fetch threshold, at which point it switches to the layer above, and this continues for all layers.…”
Section: Quality Adaptationmentioning
confidence: 99%
“…This approach is effective for video freeze avoidance as the buffer is filled with the BLs through the progressive download. Lastly, Hosseini et al [39] analyzed optimal adaptation policies using a semi-Markov decision process for scalable video delivery in mobile environments. One of their important findings is that instantaneous channel quality is only useful for making decisions in a scenario with both a very small client buffer and slowly-varying channel.…”
Section: Dash For Wireless Environmentsmentioning
confidence: 99%