Titlebook: Operators, Inequalities and Approximation; Theory and Applicati Binod Chandra Tripathy,Hemen Dutta,Bidu Bhusan Jen Book 2024 The Editor(s)

摘要

Arzu Akgültal anterograde and concealed atrioventricular accessory pathways mapped and successfully ablated at the level of the atrioventricular annuli confirmed that these pathways are anatomically “short Kent-type” atrioventricular connections. They can be involved in paroxysmal orthodromic tachycardia or s

冷淡一切

Sercan Kaz?mo?lu,Hemen Dutta,Erhan Denizitation and relevant electrocardiographic algorithms for identifying accessory pathway locations. Most published algorithms are not easy to understand, thereby not educational enough to the readers, and are difficult to remember. However, using a “pathophysiologic” approach, the reader may easily un

Functional

,Approximation Process of the Fuzzy Meyer-K?nig and Zeller Operators,We construct fuzzy Meyer-K?nig and Zeller operators and fuzzy post-quantum Meyer-K?nig and Zeller operators. We investigate their fuzzy Korovkin-type approximation results and inequalities estimating their approximations.

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使長胖

,On a New Subclass of?Bi-Univalent Analytic Functions Characterized by?,-Lucas Polynomial CoefficienIn this study, by using Lucas polynomials, subordination, and S?l?gean differential operator, we investigate the class . of bi-univalent functions. Also we examine .-Lucas polynomial coefficient estimates and Fekete–Szeg? inequalities for functions belonging ..

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Industrial and Applied Mathematicshttp://image.papertrans.cn/o/image/702365.jpg

LIKEN

https://doi.org/10.1007/978-981-97-3238-8proximity point; convexity; signal processing; approximation theory; operator approximation; fixed points

countenance

Indict

,Best Proximity Point Problems in?G-Metric Spaces and?Its Applications,nt theorems for such kind of mappings in .-metric spaces. As a consequence of these results, we deduce certain new best proximity and fixed point results. Moreover, we present an example to illustrate the usability of obtained results. Our results generalize, extend and unify various results in the existing literature.

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