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4 Completion of the proof of the Wirthm¨ uller isomorphism 137 We illustrate the force of the formal Wirthm¨ uller isomorphism theorem of [2] by giv- ing a worked example of
an improved version of the classical Forelli–Rudin integral estimates in the case of the minimal ball.... Let d be any
We describe a process that associates to any groupoid X the vector space R X consisting of real-valued functions on the set of isomorphism classes of objects of X, and associates to
Komatsu, On the residue classes of integer sequences satisfying a linear three term recurrence formula, Linear Algebra Appl. Wright, An Introduction to the Theory of Numbers ,
In this paper we relate two seemingly unrelated areas of mathematics: alternating sign matrices and Jacob- sthal numbers.. We begin with a brief discussion of alternating
We study a generalization of the Frobenius problem : given k positive relatively prime integers, what is the largest integer g 0 that cannot be represented as a nonnega- tive
R.Taberski, Approximation properties of the integral Bernstein oper- ators and their derivatives in some classes of locally integrable
The mapping F 7→ CC ( F ) induces a one-to-one correspon- dence between equivalence classes of full column rank polynomial matrices and “classical” convolutional
