Existence of solutions to boundary value problem of fractional differential equations with impulsive

O método fenomenológico que se considera pertinente aplicar no presente estudo é o método da fenomenologia descritiva de Giorgi (citado por Giorgi & Sousa, 2010; Langdridge,

Ntouyas, Boundary value problems for differential equations with fractional order and nonlocal conditions , Nonlinear Anal.. Bitsadze, On the theory of nonlocal boundary value

Using regularization and sequential techniques and Krasnosel’skii’s fixed point theorem, it is shown this boundary value problem has a positive solution.. An example

Aqui o meu corpo era o sujeito representado nu ou seminu em posições de contração muscular, ele surgia sobre um fundo neutro (branco ou preto), por vezes em contacto com

in [42], introduced a new definition of impulsive conditions for boundary value problems of first-order impulsive differential equations with multi-point boundary conditions

Nakao, Global existence of smooth solutions to the initial-boundary value problem for the quasi-linear wave equation with a localized degenerate dissipation , Nonlinear Analysis,

Once the problem is transformed into an equivalent integral operator, then it becomes easy to study the existence of fixed points of the operator using the Leggett-Williams

Firstly, we shall introduce a suitable concept on a mild solution for our problems, and discuss the existence of solutions for a class of fractional stochastic nonlinear