| Abstract: |
| We study periodic strongly oscillating variable exponent problems driven by Leray-Lions type operators. We first prove that the problem under consideration admits a unique weak solution and establish a priori estimates. Then, using an appropriate convergence framework, we derive the homogenization result. This talk is based on a joint work with Renata Bunoiu and Claudia Timofte, carried out within Project 27 of the IRN ECO-Math program, Mathematics with Eastern and Central Europe (IMAR, Romania -- CNRS, France). |
|