# Search results

Mathematical Methods in the Applied Sciences > 41 > 14 > 5423 - 5458

*l*

^{p}boundedness, the topological structure of solutions set and the asymptotic periodicity of Volterra functional difference equations. The theoretical results are complemented with a set of applications.

Science China Mathematics > 2019 > 62 > 9 > 1705-1718

*S*-asymptotically ω-periodic mild solutions of class

*r*for fractional integro-differential neutral equations. An example is presented to illustrate the application of the abstract results.

Acta Applicandae Mathematicae > 2016 > 143 > 1 > 105-164

Applied Mathematics and Computation > 2015 > 269 > C > 169-195

Physica D: Nonlinear Phenomena > 2010 > 239 > 15 > 1416-1421

Mathematische Zeitschrift > 2009 > 263 > 1 > 69-87

Nonlinear Analysis > 2008 > 68 > 2 > 315-328

Semigroup Forum > 2008 > 76 > 2 > 341-356

*infinite*networks. These “flows” can be modeled by operator semigroups on a suitable Banach space. Using functional analytical and graph theoretical methods, we investigate its spectral properties to determine the long time behavior of the system, and finally characterize uniform...

Opuscula Mathematica > 2008 > Vol. 28, no. 4 > 395-413

Journal of Mathematical Analysis and Applications > 2006 > 313 > 2 > 381-399

Systems & Control Letters > 2005 > 54 > 5 > 493-502

Demonstratio Mathematica > 2005 > Vol. 38, nr 3 > 595-610

Annales Polonici Mathematici > 1996 > 63 > 3 > 281-292