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An electrical contour integrator†
International Journal of Control, 1971A simple electrical system capable of evaluating the contour integrals involved in the transformations between Laplace (frequency) and time domains as developed by the authors is described in this paper. Given the frequency response data of a fixed-parameter linear system, its transient response can be evaluated using this integral analyser.
GANTI PRASADA RAO +5 more
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1996
Abstract Contour integration has a variety of different uses in sampling theory, and three theorems and their proofs have been selected to iUustrate this classical technique. The first is the famous theorem of Paley and Wiener, one of sampling theory’s cornerstones.
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Abstract Contour integration has a variety of different uses in sampling theory, and three theorems and their proofs have been selected to iUustrate this classical technique. The first is the famous theorem of Paley and Wiener, one of sampling theory’s cornerstones.
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The mechanisms of integral membrane protein biogenesis
Nature Reviews Molecular Cell Biology, 2021Ramanujan Shankar Hegde, Robert J Keenan
exaly
A new general integral transform for solving integral equations
Journal of Advanced Research, 2021Hossein Jafari
exaly
Applications of Contour Integrals
1991The notion of a residue, introduced in Chapter 7, provides a useful tool to evaluate definite integrals, as shown below. First, let us extend the idea to a multiply connected region in the complex plane, that is, one with several holes or places where the function f (z) is not analytic.
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Applications of Contour Integration
2003One of the very attractive features of complex analysis is that it can provide elegant and easy proofs of results in real analysis. Let us look again at Example 8.16.
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