Another Walker Evans

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Thank Evans!

In this paper we give a complete solution to the conjecture of Evans made in 1960 that if n— 1 cells of an nxn matrix are preassigned with no element repeated in any row or column then the remaining n — n+ 1 cells can be filled so as to produce a latin square. We in fact prove the stronger statement that n cells can be preassigned except in certain cases which we specify.

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Hospitals and health systems should take the following steps to improve their revenue cycle performance: > Collect patient responsibility amounts up front > Reduce credit balance accounts > Reduce preregistered patient no-shows > Identify and manage unbilled accounts receivable Healthcare reform will bring about the most far-reaching changes to hospital operations since the inception of Medicar...

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H. L. Evans

^He death of Herbert Lavington Evans, of Goring-on-Thames, April 9th, at the age of 65, due to acute pneumonia following ^fluenza is a grave sorrow to his old Bristol Medical School fiends. He was educated at Clifton College, UniversityCollege, Bristol, Edinburgh University and at Guy s Hospital. He was a Clinical Assistant at the Bristol Eye Hospital before he settled J1 Practice at Goring-on-...

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VSA Article #2 - Evans

Complex ideas like evolution-which run counter to common, but mistaken, intuitive knowledge are challenging, both for exhibit developers and for the evaluation and research teams who assess the impact of exhibitions. It is always difficult to document measurable changes in deep conceptual understanding following a single visit to an exhibition (Allen, 2008, p. 58); Is this even possible with co...

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Walker groups

A reformulation of Walker’s theorem on the cancellation of Z says that any two homomorphisms from an abelian group B onto Z have isomorphic kernels. It does not have a constructive proof, even for B a subgroup of Z3. In this paper we give a constructive proof of Walker’s theorem for B a direct sum, over any discrete index set, of groups of the following two kinds: finite-rank torsion-free group...

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ژورنال

عنوان ژورنال: Miranda

سال: 2017

ISSN: 2108-6559

DOI: 10.4000/miranda.10920