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Showing 1 to 4 of 4 for “"Ring of polynomials"”.

  1. Polynomials in algebraic combinatorics

    … in algebraic combinatorics is to study bases of the rings of symmetric functions, quasisymmetric functions, and polynomials. Classically, these bases are homogeneous functions, however, the introduction of K-theoretic combinatorics has led to increased interest in finding inhomogeneous …

    uiuc Repository record for Polynomials in algebraic combinatorics (opens in a new tab)

  2. Algebraic synthesis methods for linear multivariable control systems

    The mathematical formulation of various control synthesis problems , (such as Decentralized Stabilization Problem , (DSP) , Total Finite Settling Time Stabilization for discrete time linear systems, (TFSTS) , Exact Model Matching Problem, (EMMP), Decoupling and Noninteracting Control Problems) , …

    city-london Repository record for Algebraic synthesis methods for linear multivariable control systems (opens in a new tab)

  3. Mathematical modelling and optimal multivariable control of chemical processes

    This work reports the developnent of a mathenatical model and distributed, multi variable computer-control for a pilot plant double-effect climbing-film evaporator. A distributed-parameter model of the plant has been developed and the time-domain model transformed into the Laplace domain. The model …

    aston Repository record for Mathematical modelling and optimal multivariable control of chemical processes (opens in a new tab)

  4. Álgebra de corpos finitos aplicada à teoria da codificação: estudo do codificador BCH.

    This work aims to study the application of abstract mathematics in Coding Theory, through the study of error correcting codes and a sepcial class denoted BCH. The BCH code building uses algebraic structure of finite fields and are characterized by operations on polynomials. In order to understand …

    brazil-ufpb Repository record for Álgebra de corpos finitos aplicada à teoria da codificação: estudo do codificador BCH. (opens in a new tab)