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Showing 1 to 4 of 4 for “"Cayley transform"”.

  1. Particle Spreading in a Simple Majda Flow and Eigenvalue Estimation Through a Cayley Transform

    … We consider a perturbation method based on a Cayley transform. We show that the change of basis V = (I + K/2)-1( I - K/2), where I is the identity operator and K is a skew-adjoint operator given by a formal perturbation argument, gives better error estimate.

    uiuc Repository record for Particle Spreading in a Simple Majda Flow and Eigenvalue Estimation Through a Cayley Transform (opens in a new tab)

  2. Constrained Optimization on SO(3), via Pseudospectral Collocation

    … to the tangent space through equivariant transformations, with the Cayley map providing a computationally efficient coordinate representation. The resulting discretized system is then formulated within a Riemannian optimization framework, ensuring geometric consistency. This work …

    embry-riddle Repository record for Constrained Optimization on SO(3), via Pseudospectral Collocation (opens in a new tab)

  3. Coherent versus non-coherent space-time shift keying for co-located and distributed MIMO systems

    … philosophy is conceived with the aid of the Cayley transform and differential unitary space-time modulation. The DSTSK receiver benefits from low-complexity non-coherent single-streambased ML detection, while retaining the CSTSK scheme’s fundamental benefits. In order to create further …

    soton Repository record for Coherent versus non-coherent space-time shift keying for co-located and distributed MIMO systems (opens in a new tab)

  4. Analytic and Numerical aspects of isospectral flows

    In this thesis we address the analytic and numerical aspects of isospectral flows. Such flows occur in mathematical physics and numerical linear algebra. Their main structural feature is to retain the eigenvalues in the solution space. We explore the solution of Isospectral flows and their …

    cambridge Repository record for Analytic and Numerical aspects of isospectral flows (opens in a new tab)