A look at the smooth approximation to |f (x)| using some sigmoidal functions: Applications

Author:

Kyurkchiev Nikolay

Publisher

AIP Publishing

Reference31 articles.

1. D. Costarelli and N. Kyurkchiev, A note on the smooth approximation to |x(1 − x) . . . (n − 1 − x)| using Gaussian error function, Communications in Applied Analysis, 25, No. 1 (2021), pp. 1–10.

2. C. Ramirez, R. Sanchez, V. Kreinovich and M. Argaez, #### is the most computationally efficient smooth approximation to |x|: a Proof, Journal of Uncertain Systems, 8, No. 3 (2014), pp. 205–210.

3. Y. J. Bagul, A smooth transcendental approximation to |x|, International Journal of Mathematical Sciences and Engineering Applications(IJMSEA), 11, No. 2 (2017), pp. 213–217.

4. A Note on Smooth Transcendental Approximation to |x|

5. Sigmoid functions for the smooth approximation to the absolute value function

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