Results 31 to 40 of about 220,114 (306)
New modification of the Post Widder operators preserving exponential functions
The current article deals with a modification of the Post-Widder operators which reproduce the exponential functions both [Formula: see text] and [Formula: see text] for [Formula: see text] The central moments, uniform convergence of the operators and ...
Melek Sofyalıoğlu Aksoy
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The $C^*$-algebra of the exponential function [PDF]
The complex exponential function is a local homeomorphism and gives therefore rise to an 'etale groupoid and a C*-algebra. We determine this algebra, as well as the alge bra of the complex conjugate of the exponential function.
openaire +4 more sources
Approximating trigonometric functions by using exponential inequalities
In this paper, some exponential inequalities are derived from the inequalities containing trigonometric functions. Numerical examples show that one can achieve much tighter bounds than those of prevailing methods, which are presented by Cusa, Huygens ...
Xiao-Diao Chen, Junyi Ma, Yixin Li
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Advanced-Level Students’ Understanding of Exponential Equations: A Zimbabwean Case Study
This paper reports on a study which explored high school students’ conceptual understanding of the techniques of exponential functions. Thirty-one advanced-level students participated in the study.
Lillias, Hamufari, Natsai Mutambara +1 more
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On-Line Analysis of Exponential Time Functions
A hybrid computer configuration has been devised for the fast on-line estimation of the parameters of a second order exponential time function. Experimental results are given for a range of time constant ratios and the effect of signal noise is ...
J O Gray, J P Palmer
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Generalised Exponential Families and Associated Entropy Functions
A generalised notion of exponential families is introduced. It is based on the variational principle, borrowed from statistical physics. It is shown that inequivalent generalised entropy functions lead to distinct generalised exponential families.
Jan Naudts
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Pre-functions and Extended pre-functions of Complex Variables
Pre-functions are functions that possess a sequence $\{f_{n}(z,\beta)\}$ which tends to one of the elementary functions as $n$ tends to infinity and $\beta$ tends to 0.
Thirumalai A, Muthunagai K, Ritu Agarwal
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Fractional Exponential Function and Its Application
: In this paper, we obtain the limit representation of fractional exponential function. The application of fractional exponential function is illustrated.
Chii-Huei Yu
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This paper addresses the valuation of European options, which involves the complex and unpredictable dynamics of fractal market fluctuations. These are modeled using the α-order time-fractional Black–Scholes equation, where the Caputo fractional ...
Xin Cai, Yihong Wang
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