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Pini [21] introduced the concept of prequasiinvex functions as a generalization of invex functions.
In 1978, Breckner introduced s-convex functions as a generalization of convex functions in [4].
Breckner [16] introduced the s-convex functions, and Varošanec [17] presented the h-convex functions as a generalization of convex functions.
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In 1978, Breckner introduced an s-convex function as a generalization of a convex function [1].
In this paper, we introduce the concept of an ({ ( {alpha,m,r} )_{g}} -concave function as a generalization of a concave function.
In the presence of externalities, Thrall and Lucas (1963) introduce games in partition function form as a generalization of characteristic function form games. Recently, some game theorists study extensions of the Shapley value for games in partition function form.
We have defined the concept of univexity for a path-independent curvilinear vector functional as a generalization of a vector-valued univex function.
In order to achieve this goal, we apply the softmax function, regarding it as a generalization of sigmoid function for the multi-SVM case.
This activation function can be regarded as a generalization of the rectifier function [16], and so far, only a few studies have attempted to apply maxout networks to speech recognition tasks.
The D-S theory, also known as the theory of belief functions, is a generalization of the Bayesian theory of subjective probability.
The exponential splines are a kind of piecewise non-polynomial functions that are known as a generalization of the semi-classical cubic splines.
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