干旱区生态环境知识资源中心(Arid): Pattern dynamics of vegetation based on optimal control theory

Arid

DOI	10.1007/s11071-024-10241-6
	Pattern dynamics of vegetation based on optimal control theory
	Hou, Li-Feng; Li, Li; Chang, Lili; Wang, Zhen; Sun, Gui-Quan
通讯作者	Li, L
来源期刊	NONLINEAR DYNAMICS
ISSN	0924-090X
EISSN	1573-269X
出版年	2024
英文摘要	Vegetation pattern dynamics is a pivotal research domain in ecology, which can reveal the impact of the non-uniform distribution of vegetation on ecosystem structure and function. However, effectively managing and safeguarding these vegetation patterns to prevent ecological degradation remains challenging. The application of optimal control theory, a potent mathematical tool in ecology, has garnered significant attention. This review explores the application of optimal control theory in vegetation pattern dynamics, elucidating methods for achieving vegetation pattern phase transitions through control measures. Special emphasis is placed on the importance of optimal control in studying phase transitions of arid vegetation patterns, as well as the applicability of different control strategies for vegetation pattern management. Additionally, we envisage potential development directions of optimal control theory in future vegetation pattern dynamics research and discuss possible challenges and opportunities.
英文关键词	Optimal control Sparse control Vegetation pattern dynamics Reaction diffusion equation
类型	Review ; Early Access
语种	英语
收录类别	SCI-E
WOS记录号	WOS:001304422300001
WOS关键词	SPARSE OPTIMAL-CONTROL ; BANDED VEGETATION ; SELF-ORGANIZATION ; KLAUSMEIER MODEL ; DIRECTIONAL SPARSITY ; CATASTROPHIC SHIFTS ; DRYLAND ECOSYSTEMS ; STABILITY ANALYSIS ; DESERTIFICATION ; RESILIENCE
WOS类目	Engineering, Mechanical ; Mechanics
WOS研究方向	Engineering ; Mechanics
资源类型	期刊论文
条目标识符	http://119.78.100.177/qdio/handle/2XILL650/404986
推荐引用方式 GB/T 7714	Hou, Li-Feng,Li, Li,Chang, Lili,et al. Pattern dynamics of vegetation based on optimal control theory[J],2024.
APA	Hou, Li-Feng,Li, Li,Chang, Lili,Wang, Zhen,&Sun, Gui-Quan.(2024).Pattern dynamics of vegetation based on optimal control theory.NONLINEAR DYNAMICS.
MLA	Hou, Li-Feng,et al."Pattern dynamics of vegetation based on optimal control theory".NONLINEAR DYNAMICS (2024).