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Signal Processing and Communication

Research in the Communications and Signal Processing area focuses on issues regarding the efficient processing and transmission of data. Some examples of sources of data include sound, images, and sensor output signals. Signal processing algorithms deal with efficiently transforming the signals resulting from these sources into digital data streams. Communications research focuses on efficiently transmitting streams of data from one location to another. One important example of communications research is the investigation of techniques that transmit ever increasing data rates with multiple users while consuming less radio frequency spectrum and transmitted signal power.
Examples of signal processing research include processing blurry images, recognition of features in images, efficient coding of signals and images into data, and algorithms for implementation of communications modulation and coding techniques.
Techniques such as multiple antennas, spread spectrum, software radios, modulation and error control coding schemes, sensor networks, and ultra-wideband radio are examples of topics of research in communications.

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