In this paper we extend two nowadays classical results to a nonlinear Dirichlet problem to equations involving the fractional p-Laplacian. The first result is an existence in a non-resonant range more specific between the ...

KeyWords Plus:ANTIMAXIMUM PRINCIPLE; VARIATIONAL EIGENVALUES; 1ST EIGENVALUE; HOPFS LEMMA; BIFURCATION; EXISTENCE; SPECTRUM

A novel method to solve the minimum-time anti-swing motion planning problem for cranes based on the use of linear programming is proposed. It is shown that its solution can be obtained by solving a sequence of fixed-time ...

A novel method to solve the minimum-time anti-swing motion planning problem for cranes based on the use of linear programming is proposed. It is shown that its solution can be obtained by solving a sequence of fixed-time ...

The selection of polymers to compose a controlled release system should take into account the type of release and the type of drug. Regarding transdermal drug delivery, the polymer selected should also have certain ...

SUMMARY This study aimed to evaluate the effectiveness of the active ingredient oxfendazole and the association of this with levamisol, reduction of eggs per gram of feces (EPG) and larvae of helminths in the feces of goats ...

Sea L un operador parabolico pericdico y A su valor propio principal. Para λ and lt; λo a una solucion u del problema periodico Lu =  λu+f en ΩxR, f ≥ 0, f ≠ 0, u = 0 sobre ∂ΩxR, satisface u and gt; 0 en ΩxR ...

The electrophilic addition of HCl to a series of asymmetric alkenes-propene, 2-methyl-2-butene, styrene, 2-phenylpropene, and 1-cyanopropene-is used as a model system to study the regioselectivity Markovnikov rule using ...

In this paper we establish various existence, nonexistence and multiplicity results for fully nonlinear Dirichlet problems associated to nonlocal Hamilton-Jacobi equations. This study is accomplished by a careful analysis ...