Coded Modulation and Bandwidth-Efficient Transmission
Proceedings of the 5th International Workshop, Tirrenia, Italy, 8-12 September, 1991
Elsevier (Publisher)
Published in March 1992
Book
Hardback
448 pages
978-0-444-89202-7 (ISBN)
Description
Almost two decades ago, by using random coding bound arguments, it was proved that considerable progress in the power efficiency of digital communication could be obtained by treating coding and modulation as a single entity. These ideas were carried further in the manifestation of Trellis Coded Modulation (TCM) techniques. Sine then, the idea of TCM has expanded greatly beyond the type of schemes originally presented, and has given way to a considerable amount of research activity, both theoretical and applied, and to the implementation of several TCM techniques in new generations of modems. Block-Coded Modulation (BCM) was discovered at about the same time as TCM, and is currently attracting considerable interest as a possible alternative to TCM for some applications. A thorough overview on both kinds of coded modulation is discussed in this volume. It assesses the status and the prospects of coded modulation and of bandwidth-efficient transmission, shedding light on the future avenue of theory and applications in these exciting areas.
Almost two decades ago, by using random coding bound arguments, it was proved that considerable progress in the power efficiency of digital communication could be obtained by treating coding and modulation as a single entity. These ideas were carried further in the manifestation of Trellis Coded Modulation (TCM) techniques. Sine then, the idea of TCM has expanded greatly beyond the type of schemes originally presented, and has given way to a considerable amount of research activity, both theoretical and applied, and to the implementation of several TCM techniques in new generations of modems. Block-Coded Modulation (BCM) was discovered at about the same time as TCM, and is currently attracting considerable interest as a possible alternative to TCM for some applications. A thorough overview on both kinds of coded modulation is discussed in this volume. It assesses the status and the prospects of coded modulation and of bandwidth-efficient transmission, shedding light on the future avenue of theory and applications in these exciting areas.
Almost two decades ago, by using random coding bound arguments, it was proved that considerable progress in the power efficiency of digital communication could be obtained by treating coding and modulation as a single entity. These ideas were carried further in the manifestation of Trellis Coded Modulation (TCM) techniques. Sine then, the idea of TCM has expanded greatly beyond the type of schemes originally presented, and has given way to a considerable amount of research activity, both theoretical and applied, and to the implementation of several TCM techniques in new generations of modems. Block-Coded Modulation (BCM) was discovered at about the same time as TCM, and is currently attracting considerable interest as a possible alternative to TCM for some applications. A thorough overview on both kinds of coded modulation is discussed in this volume. It assesses the status and the prospects of coded modulation and of bandwidth-efficient transmission, shedding light on the future avenue of theory and applications in these exciting areas.
More details
Language
English
Place of publication
Oxford
United Kingdom
Publishing group
Elsevier Science & Technology
Target group
College/higher education
Professional and scholarly
Dimensions
Height: 230 mm
ISBN-13
978-0-444-89202-7 (9780444892027)
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Schweitzer Classification
Persons
Content
Parts: I. A Survey of Efficient Modulation Techniques. Trellis coded modulation: The state of the art (G. Ungerboeck). Overview of advances in constant-envelope coded modulations (J.B. Anderson, C.E.W. Sundberg). Generalized concatenation: A tutorial (E. Biglieri, A. Spalvieri). II. Trellis-Coded Modulation. On convolutional codes over groups (H.A. Loeliger). Rotationally invariant trellis codes (S. Pietrobon et al.). Uniformity of non-linear trellis codes (R. Buz). On the relationship between the diophantine equations over the ring of algebraic integers and the mapping by set partitioning (R. Palazzo, J.C. Interlando). Satellite multiple access system for band-limited channels based on m-ary trellis-coded quasi-orthogonal code-division multiplexing (R. De Gaudenzi et al.). Receiver design for 8-PSK trellis coded modulation in a TDMA burst-mode satellite link (S. Benedetto et al.). III. Continuous-Phase Modulation. Cutoff rate performance of CPM schemes operating on the slow-fading rician channel (J.W. Modestino, S.N. Hulyalkar). Recent advances in simplified detectors for CPM (A. Svensson, T. Palenius). Synchronization for CPM modulation coding (J.B. Anderson, A.J. Macdonald). Nonuniform trellis-coded continuous-phase FSK (M. Luise, R. Reggiannini). Viterbi receiver for mobile radio communications: Issues and implementation remarks (E. Del Re et al.). Convolutional encoding in channels with memory (W. Holubowicz et al.). IV. Block-Coded Modulation. Reed-Muller coded modulation using a new soft-decision decoding algorithm (G. Schnabl et al.). On a suboptimum decoding of decomposable block codes (T. Takata et al.). On the design and performance of simple multi-level codes (D.P. Taylor, W.L. So). Nonuniform signaling in coded modulation (F.R. Kschischang, S. Pasupathy). Coded modulation based on nonuniformity in encoding and mapping (K. Yamaguchi et al.). V. Coded Modulations for Fading Channels. Coded modulation systems on fading channels (M. Bossert et al.). TCM on frequency-selective land-mobile fading channels (P. Hoher). Performance bounds and new 16 QAM trellis codes for fading channels (J. Du, B. Vucetic). VI. Synchronization and Detection of Coded Modulations. Near-optimal tracking of time-varying digital radio channels using a-priori statistical channel information (S.A. Fechtel, H. Meyr). Cycle slipping in feedforward carrier synchronizers for M-PSK modulation (G. de Jonghe, M. Moeneclaey). Asymptotically optimal joint channel equalization, demodulation, and channel decoding with minimal complexity and delay (T. Aulin).