Note on a two-species competition-diffusion model with two free boundaries

By Mingxin Wang. 2015

55 citations recorded by the source corpus.

Recently, J.-S. Guo, C.-H. Wu (Nonlinearity, 28(2015), 1-27) and C.-H. Wu (J. Differential Equations, 259(3)(2015), 873-897) studied a two-species competition-diffusion model with two free boundaries. The existence, uniqueness and long time behavior of global solution were established. In this note we still discuss the long time behavior of global solution and provide some new results and simpler proofs.

Subfields: Genetics, Mathematical Physics, Public Health, Environmental and Occupational Health

View Paper: https://www.semanticscholar.org/paper/319276cf2ff0103954aea17cf86061ec8624cb12

How researchers see this paper

The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.

In Genetics

1. Mingxin Wang
2. Yang Zhang
3. Meng Zhao
4. Yihong Du
5. Rui Peng
6. Yonggang Zhao
7. Chang-Hong Wu
8. Jong-Shenq Guo

In Mathematical Physics

1. Mingxin Wang
2. Yihong Du
3. Yang Zhang
4. Meng Zhao
5. Rui Peng
6. Zhigui Lin
7. Junping Shi
8. Chang-Hong Wu

In Public Health, Environmental and Occupational Health

1. Mingxin Wang
2. Yang Zhang
3. Yihong Du
4. Meng Zhao
5. Rui Peng
6. Junping Shi
7. Peter Y. H. Pang
8. Yonggang Zhao

Citations in the corpus

• Two species nonlocal diffusion systems with free boundaries (2019, background): “In the case of local diffusion, competition and prey-predator models with free boundaries appearing in only one species were considered in [10, 12, 38], and with independent free boundaries for the two species were studied in [13, 15, 33, 34].”
• Dynamics for a diffusive prey-predator model with different free boundaries (2015, background): “Guo & Wu [18], Wang [39] and Wu [44] studied a two-species competition-diffusion model with two free boundaries, in there the left boundary conditions and free boundary conditions are the same as that of (1.”