Parametrized Half-Hyperbolic Tangent Function-Activated Complex-Valued Neural Network Approximation
Künye
Anastassiou, G. A., & Karateke, S. (2024). Parametrized Half-Hyperbolic tangent Function-Activated Complex-Valued neural network approximation. Symmetry, 16(12), 1568. https://doi.org/10.3390/sym16121568Özet
In this paper, we create a family of neural network (NN) operators employing a parametrized and deformed half-hyperbolic tangent function as an activation function and a density function produced by the same activation function. Moreover, we consider the univariate quantitative approximations by complex-valued neural network (NN) operators of complex-valued functions on a compact domain. Pointwise and uniform convergence results on Banach spaces are acquired through trigonometric, hyperbolic, and hybrid-type hyperbolic-trigonometric approaches.