Results 261 to 270 of about 7,147,014 (299)
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Wage indexation and macroeconomics stability
Carnegie-Rochester Conference Series on Public Policy, 1977This is a revised version of a paper presented at the Helsinki Conference on the Monetary Mechanism in Open Economies, August ...
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An index for analysing the stability of lateral excursions
Journal of Oral Rehabilitation, 2002Five lateral excursions on both left and right sides of 20 healthy subjects were recorded by Gnatho‐hexagraph®, which was an opto‐electronic system with six degrees of freedom. The incisor point, the working condylar point (WCP) and the balancing condylar point (BCP) were analysed.
J, Tsuruta +3 more
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A rational paleomagnetic stability index
Journal of Geophysical Research, 1974As defined, the paleomagnetic stability index (PSI) describes the rate of change in millidegrees per oersted of the remanence direction of a rock specimen at each alternating field demagnetizing step employed: The PSI values characterize the demagnetization process in a sensitive and sensible manner.
D. T. A. Symons, M. Stupavsky
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Indexation and Monetary Stability
1976The recent wave of two-digit inflation has brought with it a revival of interest in the idea, at least as old as Joseph Lowe [6], and embraced by such great names in the economics profession as Jevons [4], Marshall [7], [8], [9] and Keynes [3], as well as by Milton Friedman [2], that the widespread adoption of cost-of-living escalator clauses could ...
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1974
If G is a graph with vertex set V(G) and (vertex) automorphism group γ(G), then a sequence s={vπ(i)} i=1 k of distinct vertices of G is a partial stabilising sequence for G if \(\Gamma \left( {G_{S_n } } \right) = \Gamma \left( G \right)_{S_n } \)for n = 1,...,k. Here S is the set \(\bigcup\limits_{i = 1}^n {V_{\pi (i)} ,G_{S_n } } \)is the subgraph of
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If G is a graph with vertex set V(G) and (vertex) automorphism group γ(G), then a sequence s={vπ(i)} i=1 k of distinct vertices of G is a partial stabilising sequence for G if \(\Gamma \left( {G_{S_n } } \right) = \Gamma \left( G \right)_{S_n } \)for n = 1,...,k. Here S is the set \(\bigcup\limits_{i = 1}^n {V_{\pi (i)} ,G_{S_n } } \)is the subgraph of
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A Probabilistic Index for Transient Stability
IEEE Transactions on Power Apparatus and Systems, 1980Transient stability evaluation is normally done using fixed system criteria. A particular generation-load- transmission system is subjected to a predetermined perturbation, usually a single phase or three phase fault and the resulting response evaluated.
R. Billinton, P. S. Kuruganty
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Probabilistic angle stability index
199 IEEE Power Engineering Society Summer Meeting. Conference Proceedings (Cat. No.99CH36364), 2003This paper develops a novel concept and computational framework of a probabilistic transient stability index called the expected angle stability margin, EASM, for electrical power systems. This new integrated index provides a common transient (angle) stability characteristic over a set of possible system configurations and contingencies, disturbances ...
J.A. Momoh +3 more
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A financial stability index for Colombia
Annals of Finance, 2010The imbalances of the financial systems have showed the vast economic and social costs generated by financial instability. As a consequence, the development of stress indexes has spread as an alternative to assess the soundness of financial systems.
Miguel A. Morales, Dairo Estrada
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Strength and stability of the Bohl index
Differential Equations, 2015Let \(H\) be a finite-dimensional space; \(Kv(H)\) denote the collection of all nonempty compact convex subsets of \(H\) and \(J = [\alpha,\omega]\) be a closed interval. Let \(\Lambda (J,H)\) denote a set of multimaps \(\mathcal{A}: J \times H \to Kv(H)\) such that: \(1)\) \(\mathcal{A}\) is measurable in the first argument; \(2)\) \(\mathcal{A}\) is ...
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[Temporal stability of the anelasticoendosthymia index].
Actas luso-espanolas de neurologia, psiquiatria y ciencias afines, 1993The authors have researched the test-retest reliability for the Anelasticoendosthenia Index. Data show good correlations. The agreement for two evaluations (Kw = 0.89) and the success probability in 2nd evaluation respect first one (mu = 0.98) are good.
J A, Ramos Brieva +3 more
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