Results 1 to 10 of about 4,002 (216)
On Convergence of Binary Trust-Region Steepest Descent [PDF]
Journal of Nonsmooth Analysis and Optimization, 2023 Binary trust-region steepest descent (BTR) and combinatorial integral approximation (CIA) are two recently investigated approaches for the solution of optimization problems with distributed binary-/discrete-valued variables (control functions).
Paul Manns +4 more
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Note on the region of convergence of a polynomial series
Journal of Approximation Theory, 2005 Let \((q_n)\) be a sequence of polynomials and \((\alpha_n)\) a sequence of complex numbers. The series \(\sum_{n=0}^{\infty}\alpha_nq_n(z)\) is called a polynomial series. The largest open subset of the plane in which this series converges locally uniformly is called its convergence region. In this paper, the author describes the region of convergence
exaly +3 more sources
Regional output convergence in Mexico [PDF]
Latin American Journal of Economics, 2012 We examine the behavior of output disparities of Mexican regions relative to the richest region, the Capital, during the period 1940-2009, and the dynamics of the output gap series of the U.S.-Mexico border region. Our estimations suggest that whilst other Mexican regions have been catching up with the Capital region, the Mexican border region has ...
Manuel Gómez-Zaldívar +1 more
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Geosystems and Geoenvironment, 2023 An isolated ∼40 m thick outcrop section, namely the Chhoti Khatu section, containing an embedded volcaniclastic layer, in the southeast of the Marwar Basin, western India (erstwhile stratigraphically correlated with the Jodhpur Group of the Marwar ...
Partha Pratim Chakraborty +4 more
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On convergence criteria for branched continued fraction
Karpatsʹkì Matematičnì Publìkacìï, 2020 The starting point of the present paper is a result by E.A. Boltarovych (1989) on convergence regions, dealing with branched continued fraction \[\sum_{i_1=1}^N\frac{a_{i(1)}}{1}{\atop+}\sum_{i_2=1}^N\frac{a_{i(2)}}{1}{\atop+}\ldots{\atop+}\sum_{i_n=1}^N\
T.M. Antonova
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Some convergence regions of branched continued fractions of special form
Karpatsʹkì Matematičnì Publìkacìï, 2013 Some circular and parabolic convergence regions for branched continued fractions of special form are established.
O.E. Baran
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Improvement of Fuzzy Newton Power Flow Convergence
Energies, 2023 In order to address the convergence issue in fuzzy power flow calculations, this paper proposes an analytical approach based on the Levenberg–Marquardt method, aiming to improve the convergence of the fuzzy Newton power flow method.
Ligang Zhao +5 more
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On the Triple Lauricella–Horn–Karlsson q-Hypergeometric Functions
Axioms, 2020 The Horn–Karlsson approach to find convergence regions is applied to find convergence regions for triple q-hypergeometric functions. It turns out that the convergence regions are significantly increased in the q-case; just as for q-Appell and q ...
Thomas Ernst
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Digital transformation as a prerequisite for region`s convergence [PDF]
E3S Web of Conferences, 2023 The aim of this publication is to present key results of an empirical study conducted, affecting the processes of digital transformation of the municipal administration as part of the public sector in Bulgaria.
Stoyanova Mariela +2 more
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Education funding and regional convergence [PDF]
Journal of Population Economics, 2000 In this paper, we addressed the issue of regional convergence within the framework of an overlapping generations model where growth is related to the accumulation of human capital.
de la Croix, David, Monfort, Philippe
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