常用链接
- [1] 103. Feng Dai and B. Liu, Optimal control problem for a general reaction diffusion eco-epidemiological model with disease in prey, Applied Mathematical Modelling, 88(2020), 1-20..
- [2] 104.Feng Dai and B. Liu, Asymptotic stability in a quasilinear chemotaxis-haptotaxis model with general logistic source and nonlinear signal production, J. Differential Equtaions, 269(2020),10839-10918..
- [3]100. Guoqiang Ren and B. Liu, Global existence and asymptotic behavior in a two-species chemotexis system with logistic source, J. Differential Equtaions, 269(2020),1484-1520..
- [4]99. Guoqiang Ren and B. Liu, Global dynamics for an attraction-repulsion chemotexis model with logistic source, J. Differential Equtaions, 268(2020),4320-4373..
- [5]98. Feng Dai and B. Liu, Global solution for a general cross-diffusion two-competitive-predator and one-prey system with predator-taxis, Commun Nonlinear Sci Numer Simulat, 89(2020),105336..
- [6]97. Feng Dai and B. Liu, Global boundedness of classical solutions to a two species cancer invasion haptotaxis model with tissue remodeling, J. Math. Anal. Appl. 483(2020),123583..
- [7]96. Guoqiang Ren and B. Liu, GLOBAL BOUNDEDNESS OF SOLUTIONS TO A CHEMOTAXIS-FLUID SYSTEM WITH SINGULAR SENSITIVITY AND LOGISTIC SOURCE, Communications on Pure and Applied Analysis,19:7(2020),3843-3883..
- [8]95. B. Liu and Guoqiang Ren, GLOBAL EXISTENCE AND ASYMPTOTIC BEHAVIOR IN A THREE-DIMENSIONAL TWO-SPECIES CHEMOTAXIS-STOKES SYSTEM WITH TENSOR-VALUED SENSITIVITY, J. Korean Math. Soc.57:1(2020),215–247 ..
- [9]94. Teng Song and B. Liu, Forward–backwardlinear–quadratic optimal control and stabilization problems for discrete-time stochastic delayed system,IFAC Journal of Systems and Control,13(2020),100093..
- [10]93. Feng Dai and B. Liu, Optimal control and pattern formation for a haptotaxis model of solid tumor invasion, Journal of Franklin Institute,356(2019),9364-9406..