Pattern Formation through Temporal Fractional Derivatives.

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Pattern Formation through Temporal Fractional Derivatives.

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2018 nî lūn-bûn

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2018年の論文

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2018年学术文章

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2018年学术文章

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2018年学术文章

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2018年学术文章

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2018年学术文章

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2018年学术文章

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2018年學術文章

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2018年學術文章

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name

Pattern Formation through Temporal Fractional Derivatives.

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Pattern Formation through Temporal Fractional Derivatives.

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Pattern Formation through Temporal Fractional Derivatives.

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Pattern Formation through Temporal Fractional Derivatives.

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Pattern Formation through Temporal Fractional Derivatives.

@en

Pattern Formation through Temporal Fractional Derivatives.

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P1476

Pattern Formation through Temporal Fractional Derivatives.

@en

P2093

Hongwei Yin

http://www.w3.org/2001/XMLSchema#string

Xiaoqing Wen

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P2860

Reaction-diffusion model of hair-bundle morphogenesis.

Reaction-diffusion model as a framework for understanding biological pattern formation.

The role of mathematical models in understanding pattern formation in developmental biology.

Measuring memory with the order of fractional derivative.

A theoretical foundation for multi-scale regular vegetation patterns.

Noise-induced temporal dynamics in Turing systems.

Turing pattern dynamics in an activator-inhibitor system with superdiffusion.

Small-scale properties of a stochastic cubic-autocatalytic reaction-diffusion model.

Coexistence of productive and non-productive populations by fluctuation-driven spatio-temporal patterns.

Robustness of spatial patterns in buffered reaction-diffusion systems and its reciprocity with phase plasticity.

P304

5070

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P31

scholarly article

P356

10.1038/S41598-018-23470-8

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P407

English

P433

http://www.w3.org/2001/XMLSchema#string

P478

http://www.w3.org/2001/XMLSchema#string

P577

2018-03-22T00:00:00Z

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P698

29568079

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P932

5864736

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