Search Results - "Guillot, Jérémie"

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  1. 1

    A Mobile Computing Framework for Pervasive Adaptive Platforms by Brousse, Olivier, Guillot, Jérémie, Sassatelli, Gilles, Gil, Thierry, Grize, François, Robert, Michel

    “…Ubiquitous computing is now the new computing trend, such systems that interact with their environment require self-adaptability. Bioinspiration is a natural…”
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    Journal Article
  2. 2

    Optimization of Data-Flow Computations Using Canonical TED Representation by Ciesielski, M., Gomez-Prado, D., Ren, Q., Guillot, J., Boutillon, E.

    “…An efficient graph-based method to optimize polynomial expressions in data-flow computations is presented. The method is based on the factorization,…”
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    Journal Article
  3. 3

    A Bio-Inspired Agent Framework for Hardware Accelerated Distributed Pervasive Applications by Brousse, O., Guillot, J., Sassatelli, G., Gil, T., Robert, M., Moreno, J.M., Villa, A., Sanchez, E.

    “…This paper describes an agent oriented framework supporting bio-inspired mechanisms which takes profit of the intrinsic hardware parallelism of the pervasive…”
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    Conference Proceeding
  4. 4

    A Mobile Computing Framework for Pervasive Adaptive Platforms by Brousse, Olivier, Guillot, Jérémie, Sassatelli, Gilles, Gil, Thierry, Grize, François, Robert, Michel

    “…Ubiquitous computing is now the new computing trend, such systems that interact with their environment require self-adaptability. Bioinspiration is a natural…”
    Get full text
    Journal Article
  5. 5

    Efficient Factorization of DSP Transforms using Taylor Expansion Diagrams by Guillot, J., Boutillon, E., Ren, Q., Ciesielski, M., Gomez-Prado, D., Askar, S.

    “…This paper describes an efficient method to perform factorization of DSP transforms based on Taylor expansion diagram (TED). It is shown that TED can…”
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    Conference Proceeding
  6. 6

    High-Level Dataflow Transformations Using Taylor Expansion Diagrams by Ciesielski, M., Guillot, J., Gomez-Prado, D., Boutillon, E.

    Published in IEEE design & test of computers (01-07-2009)
    “…This article provides an overview of a canonical representation for arithmetic expressions and how it can be used to obtain various factorizations of such…”
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    Journal Article