In Section 3, we introduce our method for numerical Choquet calculus based on operational matrices, including the solutions of Choquet integral equations and ...
A scheme for solving two models of the two-dimensional inverse problem · Neural net influenced magdm problem with modified choquet integral aggregation operators ...
Finally, we present some illustrative examples for numerical Choquet calculus based on operational matrices which the Laplace transformation does not seem to be ...
Oct 22, 2024 · In this paper, we deal with the Choquet integral and derivative with respect to fuzzy measures on the nonnegative real line and present a ...
Choquet integration by Simpson's rule with application in Hellinger distance. ... Choquet calculus using operational matrices. Inf. Sci. 478: 627-640 (2019) ...
Mathematics. TLDR. This paper deals with the Choquet integral and derivative with ... Choquet calculus using operational matrices · M. BehroozifarH. Agahi.
Nov 8, 2023 · We study cases where continuously differentiable functions are defined on open, connected sets with so much regularity that there exists a pointwise estimate.
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Jun 27, 2024 · Agahi, Choquet calculus using operational matrices, Inf. Sci. 478 (2019) 627–640. [4] R.E. Castillo, H. Rafeiro, et al., An Introductory ...
Sep 19, 2024 · Agahi, Choquet calculus using operational matrices, Inf. Sci. 478 (2019) 627–640. Google Scholar. [4]. R.E. Castillo, H. Rafeiro, et al., An ...
The Choquet integral is a weighted average, with weights the derivatives of cumulative functions. This takes into account that an aggregation is different from ...
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