The convergence of

diagonalization algorithms for asymmetric network equilibrium problems, Transportation Research Part B: Methodological 16(6): 477-483.

n] (t)} are both uniformly bounded for t [greater than or equal to] T , the Ascoli-Arzela theorem along with a standard

diagonalization argument yields a subsequence of {[y.

Solving this matrix equation for its eigenvalues and eigenvectors (the wave functions) reduces to a matrix

diagonalization problem which can be stated as

Good mathematicians are, therefore, those who hit on 'ideas', like Cantor hitting on

diagonalization and the continuum hypotheses.

n=1] [subset] S by the

diagonalization argument such that

Diagonalization of the tensor can be used to calculate the eigen-values ([[lambda].

Diagonalization of the full Hamiltonian in this final basis set gives the ro-vibrational energies of HCN.

The argument proceeds by a classical

diagonalization technique.

The primary text covers linear equations, matrices, and determinants, Euclidean vector spaces, Rn, and general vector spaces, eigenvalues and eigenvectors, inner product spaces,

diagonalization and quadratic forms, general linear transformations, and numerical methods.

Verified solution of the Lyapunov equation via (block)

diagonalization.

A

diagonalization of this Hamiltonian yields eigenvalues and eigenstates.

The streamlined version of the

diagonalization algorithm is one of the methods that can solve the above introduced program of variational inequality.

Kratz,

Diagonalization approach to discrete quadratic functionals, Arch.

These systems are examined using two new approaches developed by the authors in the last 20 years: the recursive approach (based on fixed point iterations) and the Hamiltonian approach (based on block

diagonalization of the Hamiltonian matrix of optimal control theory of linear systems).

8, but it depends on the

diagonalization of a matrix.