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On the Behaviour of a Series Associated with the Conjugate Series of a Fourier Series
Canadian Journal of Mathematics, 19691.1. Definition. Let λ ≡ λ(ω) be continuous, differentiable, and monotonic increasing in (0, ∞) and let it tend to infinity as ω → ∞. Suppose that ∑ an (we write ∑ for throughout the present paper) is a given infinite series and letThe series ∑ an is said to be summable |R, λ, r|, where r > 0, ifwhere A is a fixed positive number (6, Definition B).
Mohanty, R., Ray, B. K.
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MIMO Series–Series Feedback Amplifiers
IEEE Transactions on Circuits and Systems II: Express Briefs, 2007This brief defines a new type of multiple-input multiple-output (MIMO) amplifier. We present basic structures for this MIMO series-series feedback amplifier (MIMO-SSFA), and the basic design equations. We provide a detailed example showing how this MIMO-SSFA may be used as a transmitting circuit for multiconductor interconnections.
Frédéric Broydé, Evelyne Clavelier
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Network testing series [Series Editorial]
IEEE Communications Magazine, 2011Slightly different from the previous two issues, this issue consists of one contribution from open calls, on reusing simulated code onto the experimented wireless platforms, and two invited contributions from National Chiao Tung University Network Benchmarking Laboratory (NCTU-NBL), on false positive/negative analysis of intrusion detection, and the ...
Ying-Dar Lin, Erica Johnson, Eduardo Joo
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The Mathematical Gazette, 1956
The Farey series F n consists of all the proper fractions, in their lowest terms and in order of magnitude from 0/1 to 1/1, whose denominators do not exceed n . The series
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The Farey series F n consists of all the proper fractions, in their lowest terms and in order of magnitude from 0/1 to 1/1, whose denominators do not exceed n . The series
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Optimization of Series-Parallel-Series Networks
Operations Research, 1970This paper introduces a generalization of the frequently discussed problem of finding the optimum redundancy that maximizes the reliability of a network of components. Past work has restricted consideration to arrangements of redundant components called series-parallel networks.
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SIAM Journal on Discrete Mathematics, 1996
Given that in a multitude of situations polynomial and power-series invariants of structures which enumerate ``combinatorial events'' on these structures exhibit similar abstract properties, it becomes an interesting and important objective to develop all-encompassing simplest ``theories'' to capture general characteristics common to these invariants ...
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Given that in a multitude of situations polynomial and power-series invariants of structures which enumerate ``combinatorial events'' on these structures exhibit similar abstract properties, it becomes an interesting and important objective to develop all-encompassing simplest ``theories'' to capture general characteristics common to these invariants ...
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