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Intuitionistic Fuzzy Approximately Additive Mappings
2011In this paper, we investigate the generalized Hyers–Ulam stability and the intuitionistic fuzzy continuity of the generalized additive functional equation $$\begin{array}{rcl} & & {2}^{n-1}\;{a}_{ 1}f({x}_{1}) = f\bigg{(}\sum\limits_{i=1}^{n}{a}_{ i}{x}_{i}\bigg{)} \\ & & \quad +\sum\limits_{k=2}^{n}\ \sum\limits_{{i}_{1}=2}^{k}\ \sum\limits_{{i}_ ...
M. Eshaghi-Gordji +3 more
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Almost Approximately Additive Mappings
1983Answering a question of L. Reich, we here present two results about the behavior of functions satisfying the approximate additivity inequality almost everywhere with respect to an axiomatically given family of “small” (“negligible”) sets.
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Approximate norm‐additive maps on Banach spaces
Bulletin of the London Mathematical SocietyAbstractLet be two Banach spaces, be an ‐norm‐additive map for some , that is, In this paper, we prove that if is surjective with , then there exists a linear surjective isometry such that The estimate is sharp. We also approximate standard surjective ‐norm‐additive maps between the positive cones of continuous function spaces by linear isometries
Longfa Sun, Gang Cai, Bentuo Zheng
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In-situ full-field mapping of melt flow dynamics in laser metal additive manufacturing
Additive Manufacturing, 2020Qilin Guo, Cang Zhao, Minglei Qu
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Lymphatic Mapping and Sentinel Node Analysis: Current Concepts and Applications
Ca-A Cancer Journal for Clinicians, 2006Anton J Bilchik
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Satellite Based Mapping of Ground PM2.5 Concentration Using Generalized Additive Modeling
Remote Sensing, 2017Bin Zou, Liang Zhai, Xue-Cao Li
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