Planet 1894 AX

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Ernest Basil Verney, 1894-1967.

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ON THE CONGRUENCE ax

We give bounds on the number of solutions to the Diophantine equation (X +1/x)(Y +1/y) = n as n tends to infinity. These bounds are related to the number of solutions to congruences of the form ax + by ≡ 1 modulo xy.

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Sir James Paget (1814-1894).

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Ax Grammars for Natural Languages

AAx Grammars over a Finite Lattice (agfls), a simple form of two-level grammars admitting quite eecient implementations, are proposed as a formalism to express the syntax of natural languages. In this paper the concepts and notation of agfls are described. A brief example is given of their use in describing a fragment of the English language, followed by a discussion of issues like parsing and ...

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ژورنال

عنوان ژورنال: Astronomische Nachrichten

سال: 1894

ISSN: 0004-6337,1521-3994

DOI: 10.1002/asna.18941351008