A Multiplicative calculus approach to solvenonlinear equations

• Autores: S.N. Bhalla, Ramandeep Behl
• Localización: Mathematical Modelling in Engineering & Human Behaviour: MME&HB2022 / coord. por Juan Ramón Torregrosa Sánchez , Juan Carlos Cortés López , Antonio Hervas Jorge , A. Vidal Ferràndiz , Elena López Navarro, 2022, ISBN 978-84-09-47037-2, págs. 291-293
• Idioma: español
• Enlaces
  • Texto Completo Libro (html)
• Referencias bibliográficas
  • Grossman M, Katz R. Non-Newtonian Calculus. Pigeon Cove, MA, USA: Lee Press, 1972.
  • Bashirov, Agamirza E and Kurpınar, Emine Mısırlı and Ozyapıcı, Ali, Multiplicative calculus and its ¨applications. J Math Anal Appl 2008;...
  • Englehardt, J., Swartout, J., Loewenstine, C.: A new theoretical discrete growth distribution with verification for microbial counts in water....
  • Bashirov, A.E., Misirli, E., Tandogdu, Y., Ozyapıcı, A.: On modeling with multiplicative differential ¨equations. Appl. Math. J. Chin. Univ...
  • Florack, L., Assen, H.: Multiplicative calculus in biomedical image analysis. J. Math. Imaging Vis. 42, 64–75 (2012).
  • Filip DA, Piatecki C. A non-Newtonian examination of the theory of exogenous economic growth. HAL 2014: hal-00945781.
  • Ozyapıcı, Ali and Sensoy, Zehra B and Karanfiller, Tolgay, Effective Root-Finding Methods for Nonlin- ¨ear Equations Based on Multiplicative...
  • Ozyapıcı, Ali, Effective numerical methods for non-linear equations, International Journal of Applied ¨and Computational Mathematics, 6(2),...
  • Traub, J. F.: Iterative Method for the Solution of Equations. Prentice-Hall. Englewood cliffs (1964).
  • Behl, R.; Bhalla, S.; Magre˜n´an, AA.; Moysi, A. An Optimal Derivative Free Family of Cheby- ´shev–Halley’s Method for Multiple Zeros. Mathematics,(2021)...
  • J.M. Douglas, Process Dynamics and Control. vol. 2 Prentice Hall, Englewood Cliffs 1972 .
  • Chicharro, F.I., Cordero, A., Torregrosa, J.R.:Drawing dynamical and parameters planes of iterative families and methods. Sci. World J. 11,...