Tootfinder

LMAO My mom was (in)famous for yelling at people who stopped at Yield signs:
“It says “Yield” not “Surrender”!”
Embarrassed the hell out of us as kids. As an adult, I yell it just like she did! 🤣 https://mstdn.social/@nayele18maybe/112050269859280141

🔊 #NowPlaying on fip
Tabu Ley Rochereau & African Fiesta:
🎵 Nalembi Nalembi
#TabuLeyRochereau #AfricanFiesta
https://open.spotify.com/track/0zTEYN7Vnq5gxFJk5GcKSM

[2024-03-13 Wed (UTC), 1 new article found for nlin.PS Pattern Formation and Solitons]

[2024-03-12 Tue (UTC), no new articles found for nlin.PS Pattern Formation and Solitons]

[2024-04-12 Fri (UTC), no new articles found for nlin.PS Pattern Formation and Solitons]

[2024-05-13 Mon (UTC), no new articles found for nlin.PS Pattern Formation and Solitons]

[2024-02-13 Tue (UTC), 2 new articles found for nlin.PS Pattern Formation and Solitons]

Implications of tristability on localization phenomena: a necking bifurcation's tale
Edem Kossi Akakpo, Marc Haelterman, Francois Leo, Pedro Parra-Rivas
https://arxiv.org/abs/2403.07814

Implications of tristability on localization phenomena: a necking bifurcation's tale
We analyze the implication of tristability on localization phenomena in one-dimensional extended dissipative systems. In this context, localized states appear due to the interaction and locking of front waves connecting different extended states. In the tristable regime investigated here two extended uniform states coexist with one periodic Turing pattern. This scenario leads to the transition from the standard-homoclinic-snaking-related localized states associated with uniform-pattern bistabil…

This https://arxiv.org/abs/2403.01667 has been replaced.
link: https://scholar.google.com/scholar?q=a

Reaction-diffusion models of biological invasion: Open source computational tools, key concepts and analysis
This review provides open-access computational tools that support a range of mathematical approaches to analyse three related scalar reaction-diffusion models used to study biological invasion. Starting with the classic Fisher-Kolmogorov (Fisher-KPP) model, we illustrate how computational methods can be used to explore time-dependent partial differential equation (PDE) solutions in parallel with phase plane and regular perturbation techniques to explore invading travelling wave solutions moving…