A review of computing models for studying population dynamics of giant panda ecosystems

Duan, Yingying; Rong, Haina; Zhang, Gexiang; Gorbachev, Sergey; Qi, Dunwu; Valencia-Cabrera, Luis; Pérez-Jiménez, Mario J.

doi:10.1016/j.ecolmodel.2023.110543

Ecological Modelling

2024

DOI: 10.1016/j.ecolmodel.2023.110543

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A review of computing models for studying population dynamics of giant panda ecosystems

Yingying Duan,

Haina Rong,

Gexiang Zhang

et al.

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Cited by 3 publications

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A solution to the only one object problem with dissolution rules

Caselmann,

Orellana-Martín

2024

J Membr Comput

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In the framework of membrane computing, (non-)uniform families of recognizer membrane systems are usually defined to solve abstract decision problems. In this sense, the use of finite resources for each member of the family makes the difference with respect to Turing machines solving these problems. While keeping the finite nature of these systems, it is interesting to know which type of problems can be solved by means of a single membrane system. For this purpose, the complexity class $$\textbf{PMC}^{1p}_{\mathcal {R}}$$ PMC R 1 p was defined as the class of problems that can be solved by means of a single membrane system in polynomial time. Due to the polynomial-time encoding of the input, at least all the problems from P can be solved with a trivial system. To go below P, the class $$\textbf{PMC}^{1f}_{\mathcal {R}}$$ PMC R 1 f restricts the definition of this encoding. In this work, we study the capability of different types of membrane systems to solve the problem, while having the encoding restriction.

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A solution to the only one object problem with dissolution rules

Caselmann,

Orellana-Martín

2024

J Membr Comput

View full text Add to dashboard Cite

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A joint time and spatial attention-based transformer approach for recognizing the behaviors of wild giant pandas

Liu,

Hou,

Liu

et al. 2024

Ecological Informatics

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Suitable habitat evaluation and ecological security pattern optimization for the ecological restoration of Giant Panda habitat based on nonstationary factors and MCR model

He,

Yu,

et al. 2024

Ecological Modelling

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A review of computing models for studying population dynamics of giant panda ecosystems

Cited by 3 publications

References 52 publications

A solution to the only one object problem with dissolution rules

A solution to the only one object problem with dissolution rules

A joint time and spatial attention-based transformer approach for recognizing the behaviors of wild giant pandas

Suitable habitat evaluation and ecological security pattern optimization for the ecological restoration of Giant Panda habitat based on nonstationary factors and MCR model

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