Lynn Erbe
Affiliations: | The University of Nebraska - Lincoln, Lincoln, NE |
Area:
MathematicsGoogle:
"Lynn Erbe"
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Publications
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| Du Fe, Hu W, Erbe L, et al. (2019) Some new integral inequalities on time scales Mathematical Inequalities & Applications. 1-23 |
| Liu X, Jia B, Erbe L, et al. (2019) Stability analysis for a class of nabla (q; h)-fractional difference equations Turkish Journal of Mathematics. 43: 664-687 |
| Jia B, Erbe L, Peterson A. (2019) Asymptotic behavior of solutions of fractional nabla q-difference equations Georgian Mathematical Journal. 26: 21-28 |
| Erbe L, Jia B, Zhang Q. (2019) Homoclinic solutions of discrete nonlinear systems via variational method Journal of Applied Analysis and Computation. 9: 271-294 |
| Liu X, Peterson A, Jia B, et al. (2019) A generalized h-fractional Gronwall's inequality and its applications for nonlinear h-fractional difference systems with ‘maxima’ Journal of Difference Equations and Applications. 25: 815-836 |
| Du F, Erbe L, Jia B, et al. (2018) Two asymptotic results of solutions for nabla fractional (q; h)-difference equations Turkish Journal of Mathematics. 42: 2214-2242 |
| Liu X, Jia B, Erbe L, et al. (2018) STABILITY RESULTS FOR NONLINEAR FRACTIONAL ORDER h-DIFFERENCE SYSTEMS Dynamic Systems and Applications. 27 |
| Chen C, Jia B, Liu X, et al. (2018) Existence and Uniqueness Theorem of the Solution to a Class of Nonlinear Nabla Fractional Difference System with a Time Delay Mediterranean Journal of Mathematics. 15: 212 |
| Baoguo J, Erbe L, Goodrich C, et al. (2017) The Relation Between Nabla Fractional Differences and Nabla Integer Differences Filomat. 31: 1741-1753 |
| Liu X, Jia B, Erbe L, et al. (2017) Existence and rapid convergence results for nonlinear Caputo nabla fractional difference equations Electronic Journal of Qualitative Theory of Differential Equations. 1-16 |