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Showing 1 to 8 of 8 for “"coding theorem"”.

  1. Two-step coding theorem in the nearly continuous category

    … category. Rudolph proved a representation theorem in the 1970's, showing that any measurable flow, where the function ƒ is only assumed to be measure-preserving on a measurable Z-system, can be represented as a flow built under a function where the ceiling function takes only two values. We …

    colostate Repository record for Two-step coding theorem in the nearly continuous category (opens in a new tab)

  2. Error exponents for multipath fading channels : a strong coding theorem

    … bandwidth. These bounds constitute a strong coding theorem for the channel as they not only delimit the range of achievable rates, but also give us a relationship among the error probability, data rate, bandwidth, "peakiness", and fading parameters such as the coherence time. They can be used …

    mit Repository record for Error exponents for multipath fading channels : a strong coding theorem (opens in a new tab)

  3. Coding theorems of quantum information theory

    Coding theorems and (strong) converses for memoryless quantum communication channels and quantum sources are proved: for the quantum source the coding theorem is reviewed, and the strong converse proven. For classical information transmission via quantum channels we give a new proof of the coding

    bielefeld Repository record for Coding theorems of quantum information theory (opens in a new tab)

  4. Finite blocklength analysis of the MISO Coherent Block Fading Channel

    … fundamental limits. Specifically, we give the coding theorem showing the achievable dispersion of this channel. We identify that this channel has non-unique capacity achieving input distributions, and although these distribution all yield the same capacity, some distributions in this set yield …

    mit Repository record for Finite blocklength analysis of the MISO Coherent Block Fading Channel (opens in a new tab)

  5. Anytime information theory

    … from end-to-end. On the source side, we give a coding theorem for such unstable processes that shows that we can achieve the rate-distortion bound even in the infinite horizon case if we are willing to tolerate bounded delays in encoding and decoding. On the channel side, we define a new …

    mit Repository record for Anytime information theory (opens in a new tab)

  6. A channel emulation viewpoint of coding theorems

    … viewpoint matches the existing results in coding theory, and expect that this viewpoint can inspire the study of constructing long network codes using a layered black box architecture.

    uiuc Repository record for A channel emulation viewpoint of coding theorems (opens in a new tab)

  7. Unreliable and resource-constrained decoding

    … or resource consumption are established. For decoding repetition codes using consensus decoding circuits, the optimal tradeoff between decoding speed and quadratic wiring cost is defined and established. Designing optimal circuits is shown to be NP-complete, but is carried out for small circuit …

    mit Repository record for Unreliable and resource-constrained decoding (opens in a new tab)

  8. Multiple access networks over finite fields : optimality of separation, randomness and linearity

    … loss in sum rate due to separate source-channel coding when separation fails. We prove that the bound is very tight by showing that it is accurate to the second decimal place. We derive the capacity region and the maximum code rate for the noisy as well as noise-free channel where, code rate is …

    mit Repository record for Multiple access networks over finite fields : optimality of separation, randomness and linearity (opens in a new tab)