Bandwidth-efficient wireless multimedia communications

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Bandwidth-Efficient Wireless Multimedia Communications

Commencing with the brief history of mobile communications and the portrayal of the basic concept of wireless multimedia communications, the implications of Shannon’s theorems regarding joint source and channel coding for wireless communications are addressed. Following a brief introduction to speech, video, and graphical source coding as well as the cellular concept, a rudimentary overview of ...

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Over the past two decades, cable television has largely supplanted over-the-air broadcast as a TV distribution medium, at least in most urban and suburban areas. Several years ago, enterprising companies concluded that they could leverage the extremely wide bandwidth of cable TV systems required to deliver broadcast-quality television as a high-speed conduit for broadband data communications. T...

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Energy-Efficient Multimedia Communications in Lossy Multi-Hop Wireless Networks

A key concern in multi-hop wireless networks is energy-efficiency due to batterypower constrained mobile nodes. The network interface is a significant consumer of energy [7, 8, 15] causing a substantial amount of energy to be wasted by sending packets that cannot be used by the receiver. Given the small MAC layer packet sizes of wireless channels as compared to multimedia application data frame...

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Optimal bandwidth allocation for bandwidth adaptation in wireless multimedia networks

The concept of bandwidth adaptation which additionally allocates the terminated bandwidth to ongoing calls is one of the promising methods to reduce the new call blocking and hando/ call dropping probabilities. In this paper, we formulate the bandwidth allocation problem for the bandwidth adaptation as a binary linear integer program which maximizes the satisfaction degree of customers. Since t...

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Bandwidth-efficient Bit-interleaved Coded Cooperative Communications

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ژورنال

عنوان ژورنال: Proceedings of the IEEE

سال: 1998

ISSN: 0018-9219

DOI: 10.1109/5.681368