Some generalizations coming from the study of the discrete nagumo equation

Some generalizations coming from the study of the discrete nagumo equation

The discrete Nagumo equation corresponds to: u ̇_n=d(u_(n-1)-2u_n+u_(n+1) )+f(u_n ), n ∈ Z and in this work we obtain results concerning the following generalization: u ̇_n=d(〖au〗_(n-1)+bu_n+〖cu〗_(n+1) )+f(u_n ), n ∈ Z With a, b and c being parameters such that a + b + c = 0 with a ≥ c ≥ 0. We have...

Full beskrivning

Sparad:
Bibliografiska uppgifter
Huvudupphovsman: Ayala Bolagay, María José (author)
Materialtyp: bachelorThesis
Språk:eng
Publicerad: 2021
Ämnen:
Ecuación discreta de Nagumo
Solución de onda viajera
Teorema de Banach de punto fijo
Teorema de Schauder de punto fijo
Discrete Nagumo’s equation
Traveling wave solution
Banach Fixed Point Theorem
Schauder Fixed Point Theorem
Länkar:http://repositorio.yachaytech.edu.ec/handle/123456789/441
Taggar: Lägg till en tagg
Inga taggar, Lägg till första taggen!

Internet

http://repositorio.yachaytech.edu.ec/handle/123456789/441

Liknande verk