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5.1. Preliminaries on twisted forms. We saw in the previous section that every quadric surface V q is an element of T.. Let X/k be a quadric surface.. The proof of Theorem 7b). First
We further this approach to find Tong’s spectrum for an infinite family of con- tinued fractions generalizing the NICF; these Rosen fractions are briefly described in the next
In Section 3 we apply our version of the Variational Principle for Pressure and establish bounds on the change in spectral radius induced by a change in the length function for
The rest of this paper is organized as follows: in section 2, we set the notations and give the main results. In section 3, we give a few remarks concerning the important
In this setting it is not difficult (Section 2 aim) to provide examples of ODE’s that can be solved for all initial conditions while the probabilistic formula is meaningful only
In the first section of this paper, following [2], [3], [7], we recall briefly some notions on complex Finsler manifolds, concerning to the Chern-Finsler linear connection,
In this section we briefly discuss an application of the generic Sklyanin method [ 19 , 20 ] to the open Toda lattice.. The Sklyanin variables are the separated variables for open
In the previous section we showed that the Christoffel transformation of Hermite’s elliptic LBP gives polynomials orthogonal on the unit circle with explicit reflection
