AbstractWe obtain the existence of symmetric Mountain Pass solutions for quasi-linear equations without the typical assumptions which guarantee the boundedness of an arbitrary Palais–Smale sequence. This is done through a recent version of the monotonicity trick proved in Squassina (in press) [22]. The main results are new also for the p-Laplacian operator
We prove quasi-monotonicity formulas for classical obstacle-type problems with energies being the su...
Abstract. The main purpose of this paper is to establish a three critical points result without assu...
We obtain multiple nonzero solutions for coercive p-Laplacian equations. In order to obtain the thir...
We obtain the existence of symmetric Mountain Pass solutions for quasi-linear equations without the ...
By using a recently obtained monotonicity trick we get existence of solutions to a class of quasi-li...
AbstractWe obtain the existence of symmetric Mountain Pass solutions for quasi-linear equations with...
In this paper, we deal with a specific type of quasilinear boundary value problem with Dirichlet bou...
We discuss the application of the Mountain Pass Algorithm to the so-called quasi-linear Schrodinger ...
summary:We present a novel approach to solving a specific type of quasilinear boundary value problem...
Mountain Pass Theorem (MPT) is an important result in variational methods with multiple applications...
Abstract. This work is devoted to study the existence of solutions to nonlocal equations involving t...
This work is devoted to study the existence of solutions to nonlocal equations involving the p-Lapla...
The abstract version of Struwe\u2019s monotonicity trick developed by Jeanjean and Toland for functi...
A class of solutions to some quasilinear elliptic equations is considered. Some estimates due to som...
Using Mountain Pass Lemma, we obtain the existence of nontrivial weak solutions for a class of super...
We prove quasi-monotonicity formulas for classical obstacle-type problems with energies being the su...
Abstract. The main purpose of this paper is to establish a three critical points result without assu...
We obtain multiple nonzero solutions for coercive p-Laplacian equations. In order to obtain the thir...
We obtain the existence of symmetric Mountain Pass solutions for quasi-linear equations without the ...
By using a recently obtained monotonicity trick we get existence of solutions to a class of quasi-li...
AbstractWe obtain the existence of symmetric Mountain Pass solutions for quasi-linear equations with...
In this paper, we deal with a specific type of quasilinear boundary value problem with Dirichlet bou...
We discuss the application of the Mountain Pass Algorithm to the so-called quasi-linear Schrodinger ...
summary:We present a novel approach to solving a specific type of quasilinear boundary value problem...
Mountain Pass Theorem (MPT) is an important result in variational methods with multiple applications...
Abstract. This work is devoted to study the existence of solutions to nonlocal equations involving t...
This work is devoted to study the existence of solutions to nonlocal equations involving the p-Lapla...
The abstract version of Struwe\u2019s monotonicity trick developed by Jeanjean and Toland for functi...
A class of solutions to some quasilinear elliptic equations is considered. Some estimates due to som...
Using Mountain Pass Lemma, we obtain the existence of nontrivial weak solutions for a class of super...
We prove quasi-monotonicity formulas for classical obstacle-type problems with energies being the su...
Abstract. The main purpose of this paper is to establish a three critical points result without assu...
We obtain multiple nonzero solutions for coercive p-Laplacian equations. In order to obtain the thir...
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