Titlebook: Codes, Curves, and Signals; Common Threads in Co Alexander Vardy Book 1998 Springer Science+Business Media New York 1998 Generator.Signal.a

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Lee Weights of Codes from Elliptic Curvesy of algebraic geometric codes over finite fields, and the study of codes over rings. In that paper, many of the basic parameters of these new codes were computed. However, the Lee weight, which is very important for codes over the ring ℤ/4ℤ, was not considered. In [14], this weight measure, as well

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Curves, Codes and Cryptographyment in coding theory of the past two decades. These constructions represent a natural, although not obvious, extension of the notions of Reed-Solomon (RS), Bose-Chaudhuri-Hocquenghem (BCH) and Goppa codes. Moving coding theory into such a rich and elegant setting has proven to be productive and enl

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On the Weight Distribution of Some Turbo-Like Codesble of almost error-free performance at higher signal-to-noise ratios. It is desirable to have codes that achieve a combination of these characteristics. In attempting to lower the “error floor” of parallel concatenated turbo codes, we consider several hybrid concatenation schemes with parallel conc

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Information-Theoretic Reflections on PCM Voiceband Modemsrom a digital server modem to a local telephone office (LTO) and an analog subscriber line from the LTO to a client modem. We compute the capacity of the ideal PCM downstream channel, which is represented as a perfectly equalized AWGN channel over which .-law or μ-law symbol levels are transmitted a

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Some Wireless Networking Problems with a Theoretical Conscience networks, or on problems that concentrate on the physical layer, such as multiuser detection or fading channels. In this article, we examine a sampling of problems with a different character. They are pure network-layer problems in that they do not consider signal structures or formats but, rather,

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