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Guidance Document on the Definition of Residue, Second Edition
Series on Pesticides and on Biocides, 2009exaly +2 more sources
Residual-free imprint for sensor definition
SPIE Proceedings, 2009For the preparation of interdigitated sensor devices with nanometre sized electrodes a low-cost route is followed. The central technique used for electrode definition is nanoimprint. To imprint the larger contact areas as easy as the electrodes, the contacts are broken down into a grid.
A. Mayer +3 more
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Cue definition and residual judgment
Organizational Behavior and Human Performance, 1974Abstract A major problem in naturalistic studies is the defining of cues. The problem of cue definition leads to a consideration of the residual variance in modelling the judge. The part of judgment that cannot be modelled (i.e., the residual) is assumed to consist of cues not adequately defined and mis-specification of the integration function.
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Guidance Document on the Definition of Residue, First edition
Series on Pesticides and on Biocides, 2006exaly +2 more sources
Definition of a New Information-Based Per-Residue Quality Parameter
Journal of Biomolecular NMR, 2005For biomolecular NMR structures typically only a poor correspondence is observed between statistics derived from the experimental input data and structural quality indicators obtained from the structure ensembles. Here, we investigate the relationship between the amount of available NMR data and structure quality.
Nabuurs, SB +5 more
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Guidance Document on the Definition of Residue, Second edition
Series on Pesticides and on Biocides, 2006exaly +2 more sources
Evaluation of Real Definite Integrals by Means of Residues
1984If n is a positive integer, then $$ \begin{gathered} L\left( n \right) = {\int\limits_0^{ + \infty } {\left( {\frac{{\sin x}}{x}} \right)} ^n}dx \hfill \\ = \left\{ {\begin{array}{*{20}{c}} {\frac{{{{\left( { - 1} \right)}^{n/2}}\pi {i^n}}}{{{2^n}\left( {n - 1} \right)!}}\sum\limits_{k = 0}^{\frac{n}{2} - 1} {{{\left( { - 1} \right)}^k}\left ...
Dragoslav S. Mitrinović +1 more
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Definite Integrals and the Residue Calculus
1991The residue calculus is eminently suited to evaluating real integrals whose integrands have no known explicit antiderivatives. The basic idea is simple: The real interval of integration is incorporated into a closed path γ in the complex plane and the integrand is then extended into the region bounded by γ.
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Definition of Binary Quadratic Residue Codes
1970If N=n +1 and n is a prime ≡ ±1 mod 8, then the extended binary quadratic residue code is the row space of the N × N matrix whose rows and columns are labelled with the N elements in the set GF(n) ∪ {∞}, and whose entries are given ...
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