# Search results

Applied Mathematics and Computation > 2015 > 265 > Complete > 667-680

Mathematical Methods in the Applied Sciences > 46 > 15 > 16282 - 16304

Mathematical Methods in the Applied Sciences > 46 > 13 > 14340 - 14352

Mathematical Methods in the Applied Sciences > 46 > 9 > 10719 - 10729

Journal of Applied Analysis > 2023 > Vol. 29, nr 1 > 127--142

Mathematical Methods in the Applied Sciences > 45 > 13 > 8045 - 8059

Journal of Applied Analysis > 2022 > Vol. 28, nr 2 > 199--210

Journal of Mathematics and Applications > 2022 > Vol. 45 > 5--20

Journal of Applied Analysis > 2020 > Vol. 26, nr 2 > 241--255

Numerical Methods for Partial Differential Equations > 37 > 1 > 750 - 766

Commentationes Mathematicae > 2019 > Vol. 59, No. 1/2 > 81--93

_{1}, w

_{m}) for which these operators are compact from L

_{w1}

^{p1}...

Russian Mathematics > 2019 > 63 > 9 > 1-11

Acta Mathematicae Applicatae Sinica, English Series > 2019 > 35 > 3 > 564-579

Mediterranean Journal of Mathematics > 2019 > 16 > 4 > 1-20

Complex Analysis and Operator Theory > 2019 > 13 > 8 > 3837-3851

Journal of Fixed Point Theory and Applications > 2019 > 21 > 2 > 1-16

Results in Mathematics > 2019 > 74 > 2 > 1-15

Mathematical Methods in the Applied Sciences > 42 > 5 > 1377 - 1388

*y*

*′*(·) and find a control

*u*such that the mild solution satisfies

*y*(

*T*) =

*y*

_{T}and ${y}^{\prime}\left(T\right)={y}_{T}^{\prime}$. Finally, an application...

Boundary Value Problems > 2019 > 2019 > 1 > 1-23

*ω*-periodic mild solutions. The applied techniques are supported by the concept of measure of noncompactness in conjunction with the well-known Darbo–Sadovskii and...

Fixed Point Theory and Applications > 2019 > 2019 > 1 > 1-21

*E*of the form DqCx(t)∈Ax(t)+F(t,x(t)),t∈[0,T], $$ {}^{C}D^{q}x(t)\in Ax(t)+ F\bigl(t,x(t)\bigr),\quad t\in [0,T], $$ where DqC is the Caputo fractional derivative of order 0<q<1 $0 < q < 1$, A:D(A)⊂E→E $A \colon D(A) \subset E \rightarrow E$ is a generator of a C0 $C_{0}$-semigroup,...