Vetro, FrancescaWinkert, Patrick2023-01-252023-01-252022-07-060095-4616https://depositonce.tu-berlin.de/handle/11303/18063https://doi.org/10.14279/depositonce-16855In this paper we study anisotropic weighted (p, q)-equations with a parametric right-hand side depending on the gradient of the solution. Under very general assumptions on the data and by using a topological approach, we prove existence and uniqueness results and study the asymptotic behavior of the solutions when both the q(⋅)-Laplacian on the left-hand side and the reaction term are modulated by a parameter. Moreover, we present some properties of the solution sets with respect to the parameters.en510 Mathematikanisotropic eigenvalue problemanisotropic (p, q)-Laplace differential operatorasymptotic behaviorconvection termgradient dependencepseudomonotone operatorsuniquenessArticle1432-0606