Analytical solutions of cubic and quintic polynomials in micro and nanoelectronics using the Lambert-Tsallis Wq function
RV Ramos - Journal of Computational Electronics, 2022 - Springer
There are many problems in nanoelectronics whose solutions are roots of cubic or quintic
polynomials. In most of these cases, the analytical solutions are not known and numerical …
polynomials. In most of these cases, the analytical solutions are not known and numerical …
Analytical solutions of cubic and quintic polynomials in micro and nanoelectronics using the Lambert-Tsallis Wq function
RV Ramos - Journal of Computational Electronics, 2022 - search.proquest.com
There are many problems in nanoelectronics whose solutions are roots of cubic or quintic
polynomials. In most of these cases, the analytical solutions are not known and numerical …
polynomials. In most of these cases, the analytical solutions are not known and numerical …
Analytical solutions of cubic and quintic polynomials in micro and nanoelectronics using the Lambert-Tsallis Wq function
RV Ramos - Journal of Computational Electronics, 2022 - dl.acm.org
There are many problems in nanoelectronics whose solutions are roots of cubic or quintic
polynomials. In most of these cases, the analytical solutions are not known and numerical …
polynomials. In most of these cases, the analytical solutions are not known and numerical …