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Haze risk: information diffusion based on cellular automata

Abstract

Negative effects of haze risk can easily spread faster and more widely, however, existing studies rarely investigate the whole period or cycle of diffusion events, which leads to lowered public knowledge, often resulting in exaggerated negative effects. In this paper, the diffusion simulation model based on cellular automata is used to evaluate the diffusion of haze risk information. Firstly, according to the whole-life cycle of emergencies, the public affected by haze risk information is classified by resembling the SEIR infectious disease model. Secondly, a diffusion rule from unknown to exposed individuals is developed based on the theory of cellular automata. Then, according to the individual state transformation at different stages, a whole-life cycle model regarding haze risk information diffusion and propagation model is constructed. Finally, appropriate parameters are selected to calculate the results without intervention. The results show that during the whole evolution process, the unknowns continue to decrease, and the lurkers continue to increase. Due to the existence of the immunization period, the immunized persons reach their maximum number before they are about to lose immunity, and the number of communicators reaches their minimum. Afterward, the number of immunized persons reduced to a stable level, and the number of communicators continues to increase toward an agglomeration benefit. Therefore, in order to achieve effective control of the spread of haze risk information, strong and weak control measures are taken for each type of individuals, and the immunity of unknowns and lurkers is increased for individual type control. For the entire information diffusion control, increase communicator immunity and reduce immunization conversion rate. The study of the spread of haze risk information helps to increase the public's sense of responsibility, helps to improve the government's credibility, and contributes to the establishment of a harmonious society.

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References

  • Bouaine A, Rachik M (2018) Modeling the impact of immigration and climatic conditions on the epidemic spreading based on cellular automata approach. Ecol Inf 46:36–44

    Article  Google Scholar 

  • Campos PBR, Almeida CMd, Queiroz APd (2018) Educational infrastructure and its impact on urban land use change in a peri-urban area: a cellular-automata based approach. Land Use Policy 79:774–788

    Article  Google Scholar 

  • Chi YX, Liu YJ (2019) Research on online and offline public opinion evolution model based on the theory of supernetwork. Syst Eng Theory Pract 39(1):259–272 (in Chinese)

    Google Scholar 

  • Dai J-H, Hang J (2012) Research on propagation of network public opinion based on fuzzy cellular automata. J Intell 31(7):16–20 (in Chinese)

    Google Scholar 

  • Dennunzio A, Lena PD, Formenti E, Margara L (2009) On the directional dynamics of additive cellular automata. Theoret Comput Sci 410(47):4823–4833

    Article  Google Scholar 

  • Duarte JBD, Sarmiento LHT, Juárez KJS (2017) Evaluation of the effect of investor psychology on an artificial stock market through its degree of efficiency. Contaduría y Administración 62(4):1361–1376

    Article  Google Scholar 

  • Enomoto H, Hachimori M, Nakamura S, Shigeno M, Tanaka Y, Tsugami M (2018) Pure-strategy nash equilibria on competitive diffusion games. Discrete Appl Math 244:1–19

    Article  Google Scholar 

  • Gerakakis I, Gavriilidis P, Dourvas NI, Georgoudas IG, Trunfio GA, Sirakoulis GC (2019) Accelerating fuzzy cellular automata for modeling crowd dynamics. J Comput Sci 32:125–140

    Article  Google Scholar 

  • Ghisu T, Arca B, Pellizzaro G, Duce P (2015) An optimal cellular automata algorithm for simulating wildfire spread. Environ Modell Softw 71(C):1–14

    Article  Google Scholar 

  • Gług M, Wąs J (2018) Modeling of oil spill spreading disasters using combination of langrangian discrete particle algorithm with cellular automata approach. Ocean Eng 156:396–405

    Article  Google Scholar 

  • Guan J-B, Wang K-H, Chen F-Y (2016) A cellular automaton model for evacuation flow using game theory. Phys A 461:655–661

    Article  Google Scholar 

  • Guseo R, Guidolin M (2009) Cellular automata with network incubation in information technology diffusion. Phys A 389(12):2422–2433

    Article  Google Scholar 

  • Huang C-C, Hu B, Yan Y-W, Zhao X (2019) How opinion decision influence public opinion reversion under cyber-violence. J Ind Eng Eng Manag 33(1):252–258 (in Chinese)

    Google Scholar 

  • Kelly DOB, Antonio ASRC, Eduardo MG, SimEs LA, Lemos MDCN, Fonseca DG, Alexandre RDS (2018) Markov chains and cellular automata to predict environments subject to desertification. J Environ Manag 225:160–167

    Article  Google Scholar 

  • Kim J, Ahn C, Lee S (2018) Modeling handicapped pedestrians considering physical characteristics using cellular automaton. Phys A 510:507–517

    Article  Google Scholar 

  • Lauret P, Heymes F, Aprin L, Johannet A (2016) Atmospheric dispersion modeling using artificial neural network based cellular automata. Environmental Modelling & Software 85:56–69

    Article  Google Scholar 

  • Lin YC (2016) Wintertime haze deterioration in beijing by industrial pollution deduced from trace metal fingerprints and enhanced health risk by heavy metals. Environ Pollut 208(Pt A):284–293

    Article  Google Scholar 

  • Mago VK, Bakker L, Papageorgiou EI, Alimadad A, Borwein P, Dabbaghian V (2012) Fuzzy cognitive maps and cellular automata: An evolutionary approach for social systems modelling. Appl Soft Comput J 12(12):3771–3784

    Article  Google Scholar 

  • Małecki K, Wątróbski J (2017) The classification of internet shop customers based on the cluster analysis and graph cellular automata. In: International conference on knowledge based and intelligent information and engineering systems, KES2017, 6–8 September 2017, Marseille, France

  • Mozafari M, Alizadeh R (2013) A cellular learning automata model of investment behavior in the stock market. Neurocomputing 122:470–479

    Article  Google Scholar 

  • Mustafa A, Heppenstall A, Omrani H, Saadi I, Cools M, Teller J (2018) Modelling built-up expansion and densification with multinomial logistic regression, cellular automata and genetic algorithm. Comput Environ Urban Syst 67:147–156

    Article  Google Scholar 

  • Ntinas VG, Moutafis BE, Trunfio GA, Sirakoulis GC (2016) Parallel fuzzy cellular automata for data-driven simulation of wildfire spreading. J Comput Sci 21:469–485

    Article  Google Scholar 

  • Qi L, Chang N, Joyce J, Chen AS, Savic DA, Djordjevic S, Fu G (2017) Exploring the potential climate change impact on urban growth in london by a cellular automata-based markov chain model. Comput Environ Urban Syst 68:S0198971517301679

    Google Scholar 

  • Rui X, Meng F, Zhixiao W, Guan J, Du C (2018) Spir: The potential spreaders involved sir model for information diffusion in social networks. Phys A 506:254–269

    Article  Google Scholar 

  • Shen XJ, Sun JY, Zhang XY, Zhang YM, Zhang L, Che HC, Zhang YW (2015) Characterization of submicron aerosols and effect on visibility during a severe haze-fog episode in yangtze river delta, china. Atmos Environ 120:307–316

    Article  Google Scholar 

  • Thilak KD, Amuthan A (2017) Cellular automata-based improved ant colony-based optimization algorithm for mitigating ddos attacks in vanets. Fut Gener Comput Syst 82:304–314

    Article  Google Scholar 

  • Urabe CT, Tanaka G, Aihara K, Mimura M (2016) Parameter scaling for epidemic size in a spatial epidemic model with mobile individuals. PLoS ONE 11(12):e0168127

    Article  Google Scholar 

  • Wang ZY, Li YJ (2017) Propagation law and coping strategies for public opinions in emergency with the consideration of the government intervention. J Manag Sci 20(2):43–52 (In China)

    Google Scholar 

  • Wang B, Qian F (2018) Three dimensional gas dispersion modeling using cellular automata and artificial neural network in urban environment. Process Saf Environ Prot 120:286–301

    Article  Google Scholar 

  • Wang Z-S, Guo Q-T, Sun S-W, Xia C-Y (2019) The impact of awareness diffusion on sir-like epidemics in multiplex networks. Appl Math Comput 349:134–147

    Google Scholar 

  • World HO (2018) World health statistics 2018: monitoring health for the sdgs

  • Wu P, Qiang S-H, Gao Q-N (2018) Modelling internet users’ negative emotion based on soar model. Chin J Manag Sci 26(3):126–138 (in Chinese)

    Google Scholar 

  • Xu G, Feng X-n, Li Y-w, Chen X-h, Jia J-m (2017) Empirical study on the perceived risk of smog and public coping behavior. J Manag Sci 20(9):1–14 (in Chinese)

    Google Scholar 

  • Xu XH, Hong X, Zhong XY (2015) Simulation of social risk evolution of hazehazard based on scenario information diffusion model. Envin Sci Manag 40(8):34–40 (in Chinese)

    Google Scholar 

  • Yamagishi, Masakazu (2013) Elliptic curves over finite fields and reversibility of additive;cellular automata on square grids. Finite Fields Appl 19(1):105–119

    Article  Google Scholar 

  • Zeng Z-M, Wang J (2019) Research on microblog rumor identification based on lda and random forest. J China Soc Sci Tech Inf 38(1):89–96 (in Chinese)

    Google Scholar 

  • Zhang Y-F, Xiao R-B (2014) Emergrnce mechanism of consensus synchronization in internet collective behavior based on cellular automata. Syst Eng Theory Pract 34(10):2600–2608 (in Chinese)

    Google Scholar 

  • Zhang Q, Quan J, Tie X, Li X, Liu Q, Gao Y, Zhao D (2015) Effects of meteorology and secondary particle formation on visibility during heavy haze events in beijing, china. Sci Total Environ 502:578–584

    Article  Google Scholar 

  • Zhang L-F, Su C, Jin Y-F, Goh M, Wu Z-Y (2018) Cross-network dissemination model of public opinion in coupled networks. Inf Sci 451–452:240–252

    Article  Google Scholar 

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Acknowledgements

The authors are grateful to the case company for permitting and supporting this research. This work was financially supported by Humanities and social sciences research Project of the Ministry of Education (20YJAZH096), the Key Project of National Social and Scientific Fund Program in China (Grant Number. 18ZDA052), the Project of National Social and Scientific Fund Program in China (Grant Number.17BGL142), Open Project of Jiangsu Productivity Society (JSSCL2019B016).

Funding

Author Peng has received research grants from the National Natural Science Foundation of China (Grant Number. 71263040, 91546117), the Key Project of National Social and Scientific Fund Program in China (Grant Number. 18ZDA052), the Project of National Social and Scientific Fund Program in China (Grant Number. 17BGL142), Open Project of Jiangsu Productivity Society (JSSCL2019B016), HRSA, US DHHS (Grant Number. H49MC00068). Author Wan has received research grants from the Humanities and social sciences research project of the Ministry of Education (20YJAZH096).

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Contributions

BP contributed to conceptualization, methodology and software. CZ was involved in writing—original draft, review and editing, and software. XS contributed to writing—review and editing, and investigation. AW was involved in validation.

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Correspondence to Chaoyu Zheng or Benhong Peng.

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The authors declare that they have no conflict of interest.

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This article does not contain any studies with human participants or animals performed by any of the authors.

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Zheng, C., Peng, B., Sheng, X. et al. Haze risk: information diffusion based on cellular automata. Nat Hazards 107, 2605–2623 (2021). https://doi.org/10.1007/s11069-021-04521-2

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  • DOI: https://doi.org/10.1007/s11069-021-04521-2

Keywords

  • Haze risk
  • Information diffusion
  • Cellular automata
  • Life cycle
  • Intense-mild control strategy