논문
Large time behavior and Lyapunov functionals for a nonlocal differential equation
- 저자Danielle Hilhorst, Philippe Laurencot, Thanh-Nam Nguyen
- 학술지Nonlinear Differential Equations and Applications NoDEA 23
- 등재유형
- 게재일자(2016)
A new approach is used to describe the large time behavior of the nonlocal differential equation initially studied in T.-N. Nguyen (On the ω-limit set of a nonlocal differential equation: application of rearrangement theory. Differ. Integr. Equ. arXiv:1601.06491, 2016). Our approach is based upon the existence of infinitely many Lyapunov functionals and allows us to extend the analysis performed in T.-N. Nguyen (On the ωlimit set of a nonlocal differential equation: application of rearrangement theory. Differ. Integr. Equ. arXiv:1601.06491, 2016).
A new approach is used to describe the large time behavior of the nonlocal differential equation initially studied in T.-N. Nguyen (On the ω-limit set of a nonlocal differential equation: application of rearrangement theory. Differ. Integr. Equ. arXiv:1601.06491, 2016). Our approach is based upon the existence of infinitely many Lyapunov functionals and allows us to extend the analysis performed in T.-N. Nguyen (On the ωlimit set of a nonlocal differential equation: application of rearrangement theory. Differ. Integr. Equ. arXiv:1601.06491, 2016).
