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Polynomial bounds for the linear prediction coefficients
Signal Processing, 1991zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Constantin Papaodysseus +2 more
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Bounds on Effective Coefficients
2009I mentioned the use of symmetries for showing that the effective conductivity of a checkerboard is isotropic, or simply diagonal in the Mortola–Steffe conjecture; it follows from using mirror symmetries in Lemma 21.1.
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Bounding the Effects of Proxy Variables on Regression Coefficients
Econometrica, 1986We consider a regression in which one of the observed variables is a proxy for some unobserved ''true'' variable. Given a lower bound for the correlation between the proxy and the unobserved true variable for which it substitutes, we derive intervals in which the coefficients of the unobserved true regression must lie, regardless of any other ...
Krasker, William S, Pratt, John W
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Coefficients of Functions with Bounded Boundary Rotation
Canadian Journal of Mathematics, 1969For fixed k ≧ 2, let Vk denote the class of normalized analytic functionssuch that z ∈ E = {z; |z| <1} are regular and have f′(0) = l,f′(z) ≠ 0, and1Let Sk be the subclass of Vk whose members f(z) are univalent in E. It was pointed out by Paatero (4) that Vk coincides with Sk whenever 2 ≦ k ≦ 4. Later Rényi (5) showed that in this case, f(z) ∈ Sk is
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Power Series with Bounded Coefficients
American Journal of Mathematics, 1945Duffin, R. J., Schaeffer, A. C.
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Inverse Coefficient Bounds for Bounded Turning Functions in the Cardioid Domain
Malaysian Journal of Mathematical SciencesThe primary aim of this article is to obtain the constraints for specific inverse initial coefficients for a subclass of bounded turning functions, which are associated with the cardioid domain and are denoted by BT car. The study also focuses on Fekete-Szeg¨o inequality and the Hankel determinants of order two and three within a specific subclass of ...
Silviya, I. R., Muthunagai, K.
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The MacLaurin Coefficients of Bounded Convex Functions
Bulletin of the London Mathematical Society, 1970Brannan, D. A., Kirwan, W. E.
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Reliability Bounds for Multistate Systems with Multistate Components
Operations Research, 1985Kailash C Kapur
exaly