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This it- eration process has the advantages of the quadratic convergence of Newton’s method and the simplicity of the modified Newton’s method, as the inverse of the operator
The intent of this article is to study the Kleisli extension introduced in [20] for Sup-enriched monads, and its interaction with four other types of extensions: the initial
a) For all increasing (resp. By virtue of Lemma 4.7, Proposition 5.3 and Lemma 5.4, it is clear that the mapping ˜ J is a linear injection and a Banach lattice homomorphism. That
In so doing, we are led to introduce a family of polynomi- als, which includes the Boubaker polynomials, and a scaled version of the Chebyshev polynomials, using the techniques
Mirsalikhov, Theory of modular forms and the problem of finding formulas for the number of representations of numbers by positive quadratic forms in six variables..
On the basis of this theorem, necessary and sufficient conditions are obtained for a weak homomorphism (resp. its adjoint operator, resp. its double adjoint operator) to be again
In Section 3, we consider various “comparisons”: the combinatorial Hurewicz homomorphism, from homotopy to homology of simplicial complexes (3.1); the well-known canonical
Nakazi, Some special bounded homomorphism of uniform algebras and dila- tions , Department of Mathematics, Hokkaido University, Sapporo 060, Japan, preprint, 1992, 1-9.
