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Optimization with PDE Constraints (OPTPDE)

Optimization with PDE Constraints (OPTPDE)

Funded by: European Science Foundation
October 2008 – October 2013
More info at http://www.esf.org/optpde

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Last Publications

A note on the eigenvalues of a Sylvester-Kac matrix with off-diagonal biperiodic perturbations

Equitable partitions and spectra of symmetric trees: Revisiting Heilbronner’s composition principle

Revisiting some r-Fibonacci sequences and Hessenberg matrices

On Chebyshev polynomials and the inertia of certain matrices

The determinant and a factorization of a Toeplitz matrix with some type of Horadam numbers entries,

  • A new generalization of min and max matrices and their reciprocals counterparts
  • Revisiting some r-Fibonacci sequences and Hessenberg matrices
  • On Chebyshev polynomials and the inertia of certain matrices
  • The determinant and a factorization of a Toeplitz matrix with some type of Horadam numbers entries,
  • Equitable partitions and spectra of symmetric trees: Revisiting Heilbronner’s composition principle
  • A new generalization of min and max matrices and their reciprocals counterparts
  • Revisiting some r-Fibonacci sequences and Hessenberg matrices
  • On Chebyshev polynomials and the inertia of certain matrices
  • The determinant and a factorization of a Toeplitz matrix with some type of Horadam numbers entries,
  • Equitable partitions and spectra of symmetric trees: Revisiting Heilbronner’s composition principle
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