vol20_pp723-729. 99KB Jun 04 2011 12:06:10 AM
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It indirectly accesses, by means of interface computers, the control equipment of the manufacturing cell components (robot, processing centre, transfer de- vice).. - The
As already remarked we can prove similar results for arbitrary ground fields k when we assume corresponding results for the ℓ –rank of the class groups of quadratic extensions
Banach lattice, lattice ideal, nonnegative operator, peripheral spectrum, fully cyclic, nonnegative matrix.. It follows from results
In relation to this we remark that the conditions of Conjecture 1.2 are not sufficient for the λ i’s to be the nonzero eigenvalues of a square nonnegative matrix, even when appended
While in the general case arbitrarily large numbers of zeros may need to be added to the nonzero spectrum to obtain realization, in the symmetric case the number of zeros needed
result and known Perron-Frobenius theory of eventually nonnegative matrices are used to establish an algorithm to determine whether a matrix is strongly eventually nonnegative (i.e.,
A characteristic function of a quadratic Wiener functional is a key object to investigate the principle of stationary phase on the Wiener space, and its exponential decay
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
