Serial publications and continuations in medical libraries-selection of continuations
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چکیده
منابع مشابه
Continuations and Functional Equations
The first part of this writeup gives Riemann’s argument that the completion of zeta, Z(s) = π−s/2Γ(s/2)ζ(s), Re(s) > 1 has a meromorphic continuation to the full s-plane, analytic except for simple poles at s = 0 and s = 1, and the continuation satisfies the functional equation Z(s) = Z(1− s), s ∈ C. The continuation is no longer defined by the sum. Instead, it is defined by a wellbehaved integ...
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ed, namely, the property of being called yesterday by Mary, which can be roughly rendered as λx.yesterday(called x) m. What makes continuations essential? The semantic continuation identified in (2) is what the quantifier everyone takes for its semantic argument, its ‘nuclear scope’. In general, identifying the semantic argument of a scope-taking expression is the same thing as identifying (one...
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Just as a traditional continuation represents the rest of a computation from a given point in the computation, a subcontinuation represents the rest of a subcomputation from a given point in the subcomputation. Subcontinuations are more expressive than traditional continuations and have been shown to be useful for controlling tree-structured concurrency, yet they have previously been implemente...
متن کاملContinuations and Functional Equations
The first part of this writeup gives Riemann’s argument that the completion of zeta, Z(s) = π−s/2Γ(s/2)ζ(s), Re(s) > 1 has a meromorphic continuation to the full s-plane, analytic except for simple poles at s = 0 and s = 1, and the continuation satisfies the functional equation Z(s) = Z(1− s), s ∈ C. The continuation is no longer defined by the sum. Instead, it is defined by a wellbehaved integ...
متن کاملLinear continuations and duality
One fundamental aspect of linear logic is that its conjunction behaves in the same way as a tensor product in linear algebra. Guided by this intuition, we investigate the algebraic status of disjunction – the dual of conjunction – in the presence of linear continuations. We start from the observation that every monoidal category equipped with a tensorial negation inherits a lax monoidal structu...
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ژورنال
عنوان ژورنال: Igaku Toshokan
سال: 1969
ISSN: 0445-2429,1884-5622
DOI: 10.7142/igakutoshokan.16.9