On uniform exponential splitting for noninvertible evolution operators in Banach Spaces

References
- [1], Exponential forward splitting for noninvertible difference equations,,, (2001), 743-754
- [2], Exponential dichotomy concepts for evolution operators on the half-line,,, (2015), 209-226
- [3], Integral conditions for nonuniform-dichotomy,, (2014)
- [4], On a concept of exponential dichotomy for cocycles of linear operators in Banach spaces,
- [5], Uniform Asymptotic Stability of Evolutionary Processes in a Banach Space,,, (1972), 428-445
- [6], On ()-dichotomy and ()-trichotomy of noninvertible evolution operators in Banach spaces,,, (2014), 127-143
- [7], Exponential dichotomies of evolution operators in Banach spaces,,, (2014), 265-284
- [8], On ()-dichotomy of evolution operators in Banach spaces,,, (1996), 189-196
- [9], Nonuniform exponential dichotomy for noninvertible evolution operators in Banach spaces,
- [10], On nonuniform exponential dichotomy of evolution operators in Banach spaces,,, (2002), 71-78
- [11], Concepts of dichotomy for skew-evolution semiflows in Banach spaces,,, (2010), 125-140
- [12], Exponential stability, exponential expansiveness and exponential dichotomy of evolution equations on the half-line,,, (1998), 332-353
- [13], Die Stabilitätsfrage bei Differentialgleichungen,,, (1930), 703-728
- [14], Nonuniform exponential dichotomies in terms of Lyapunov functions for noninvertible linear discrete-time systems,, (2013), Article ID 901026
- [15], Roughness of temperated exponential dichotomies for infinite-dimensional random difference equations,,, (2013), 4024-4046
Language: English
Page range: 121 - 131
Submitted on: Nov 1, 2015
Accepted on: Dec 15, 2015
Published on: Apr 9, 2016
Published by: West University of Timisoara
In partnership with: Paradigm Publishing Services
Publication frequency: Volume open
Related subjects:
© 2016 Claudia Luminiţa Mihiţ, Codruţa Simona Stoica, Mihail Megan, published by West University of Timisoara
This work is licensed under the Creative Commons Attribution-NonCommercial-NoDerivatives 3.0 License.