Global well-posedness for the Gardner equation in modulation spaces

Nonlinear Analysis: Real World Applications · Published 2026-06-28 · DOI 10.1016/j.nonrwa.2026.104697

Authors (1)

Minjie Shan

Abstract

PubPorta does not have an abstract for this article yet.

Read the article at the publisher →

Publication details

Year

2026

Citation

Shan, M. (2026). Global well-posedness for the Gardner equation in modulation spaces. Nonlinear Analysis: Real World Applications. https://doi.org/10.1016/j.nonrwa.2026.104697

Related articles

• The role of dormancy in survival under periodic stress: A delayed chemostat model · Nonlinear Analysis: Real World Applications · 2026 · Same journal
• Traveling wave solutions in a reaction-diffusion within-host HIV epidemic model with distributed delays and drug therapy · Nonlinear Analysis: Real World Applications · 2026 · Same journal
• Existence of weak solutions for fast diffusion equation with a drift term and its application · Nonlinear Analysis: Real World Applications · 2026 · Same journal
• Multiplicity of solutions for a variable double phase problem with logarithmic nonlinearity · Nonlinear Analysis: Real World Applications · 2026 · Same journal
• The solvability and applications of mixed quasi-variational hemivariational inequalities · Nonlinear Analysis: Real World Applications · 2026 · Same journal
• Geometric blow-up criterion for the two-dimensional inviscid Boussinesq system · Nonlinear Analysis: Real World Applications · 2026 · Same journal
• Analysis of a triple-layered vascular tumor model with a nonlinear boundary condition · Nonlinear Analysis: Real World Applications · 2026 · Same journal
• Global stability in an age-structured SIRS malaria transmission model · Nonlinear Analysis: Real World Applications · 2026 · Same journal
• Weak solvability of an essentially non-local in time parabolic inverse problem with Neumann boundary conditions · Nonlinear Analysis: Real World Applications · 2026 · Same journal
• Local Hadamard well-posedness and long-time dynamics of semilinear wave equation systems for double-wall carbon nanotubes · Nonlinear Analysis: Real World Applications · 2026 · Same journal