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We consider the limit Abercrombie Canada Outlet points for algebraic connectivity—i.e., those real numbers r such that r is the limit of a sequence of distinct numbers, each of which is the algebraic connectivity of some graph. We pro...

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The aim of this paper is to give a recursive formula to compute the product of a line bundle with the structure sheaf of a Schubert variety in the equivariant K-theory of a flag variety. As regular readers of this column will know, the...

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Our aim is to provide a novelly comprehensive and unifying approach to showing the continuous dependence of the spectral radius of compact linear operators defined on Banach spaces (with specific attention to positive operators defined ...

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Let S denote a set of N records whose keys are distinct nonnegative integers less than some initially specified bound M. This paper introduces a new data structure, called the y-fast trie, which uses Θ(N) space and Θ(log log M) time f...

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In this paper we formulate and study a special type of failure interaction, between components, in a multi-component system. We derive expressions for the expected costs of operating the system for both finite and infinite time operatio...

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