Results 31 to 40 of about 725 (168)
On the global convergence of Schröder’s iterative formulae for real roots of algebraic equations [PDF]
, 2018 Schröder’s formulae of the first (S1) and second (S2) kind of order m of convergence are generalizations of Newton’s (m = 2) and Halley’s (S2, m = 3) iterative formulae for finding zeros of functions. Davies and Dawson show that for entire functions with
Takemitsu Hasegawa +3 more
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Are Cone-Monotone Functions Generically Intermediately Differentiable?
Real Analysis Exchange, 2004 zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Generalizations of the Bell Numbers and Polynomials and Their Properties
, 2017 In the paper, the authors present unified generalizations for the Bell numbers and polynomials, establish explicit formulas and inversion formulas for these generalizations in terms of the Stirling numbers of the first and second kinds with the help of ...
Da-Wei Niu +3 more
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, 2007 In the article, sufficient and necessary conditions that a class of functions involving ratio of Euler’s gamma functions and originating from Wendel-Gautschi-Kershaw’s double inequalities are logarithmically completely monotonic are presented.
Qi, Feng, Guo, Bai-Ni
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The Coincidence Set of Generalized Lines and Generalized Monotone Functions
Results in MathematicsAbstract We investigate the coincidence set of generalized lines and generalized monotone functions, when these notions are induced by an n-parameter Beckenbach family. It turns out that the coincidence set is either an interval or a finite set of at most n elements. Moreover, we show that this set can have exactly k elements if
Bessenyei, Mihály, Tóth, Norbert
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Generation of Two-Layer Monotonic Functions
CoRR, 2012 The problem of implementing a class of functions with particular conditions by using monotonic multilayer functions is considered. A genetic algorithm is used to create monotonic functions of a certain class, and these are implemented with two-layer monotonic functions.
Yukihiro Kamada, Kiyonori Miyasaki
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Logarithmically Completely Monotonic Ratios of Mean Values and an Application
, 2005 In the article, some strictly Logarithmically completely monotonic ratios of mean values are ...
Qi, Feng, Chen, Chao-Ping
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Generalizations of a weighted trapezoidal inequality for monotonic functions and applications
, 2020 In this paper we establish some generalizations of a weighted trapezoidal inequality for monotonic functions and give several applications for the r -moments, the expectation of a continuous random variable and the Beta and Gamma functions.
Kuei-Lin Tseng +2 more
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Generation Of Idempotent Monotone Boolean Functions
, 1998 Publication in the conference proceedings of EUSIPCO, Rhodes, Greece ...
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Refinements, Extensions and Generalizations of the Second Kershaw's Double Inequality
, 2007 In the paper, the second Kershaw’s double inequality concerning ratio of two gamma functions is refined, extended and generalized ...
Qi, Feng
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