COUNTABILITY AND APPROACH THEORY
نویسندگان
چکیده
منابع مشابه
Countability in Applied Arithmetic Knot Theory
Let us assume we are given an ultra-solvable set Q. S. Hamilton’s characterization of isomorphisms was a milestone in applied number theory. We show that every embedded Archimedes space is essentially meager and projective. Is it possible to study normal subgroups? In contrast, it would be interesting to apply the techniques of [16] to stochastic, dependent, compactly D-local sets.
متن کاملCountability: Individuation and Context
Much of the recent countability research agrees on the idea that a satisfactory account of individuation in terms of what counts as “one” unit for counting is highly relevant for characterizing a semantics of the mass/count distinction. (What counts as “one” is not necessarily a formal atom in a Boolean algebra or a natural unit associated with natural kinds like cat.) Taking the most parsimoni...
متن کاملReinforcing English Countability Prediction with One Countability per Discourse Property
Countability of English nouns is important in various natural language processing tasks. It especially plays an important role in machine translation since it determines the range of possible determiners. This paper proposes a method for reinforcing countability prediction by introducing a novel concept called one countability per discourse. It claims that when a noun appears more than once in ...
متن کاملCountability: Individuation and Context
We agree with recent countability research that a satisfactory account of individuation in terms of what counts as ‘one’ unit for counting is highly relevant for characterizing a semantics of the mass/count distinction. However, we argue that an account that rests on individuation alone does not suffice to cover all the relevant mass/count data, in particular the puzzling mass/count variation d...
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ژورنال
عنوان ژورنال: Journal of the Chungcheong Mathematical Society
سال: 2014
ISSN: 1226-3524
DOI: 10.14403/jcms.2014.27.4.581