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The Prediction And Spatial Statistics Analysis Of PM2.5

Posted on:2018-04-16Degree:MasterType:Thesis
Country:ChinaCandidate:M L GanFull Text:PDF
GTID:2321330515984374Subject:Probability theory and mathematical statistics
Abstract/Summary:PDF Full Text Request
With the rapid development of our economy, people pay more attention to high quality living environmental issues. PM2.5 enters the public sight and becomes the air pollution that people care nowadays. The thesis researches PM2.5 from following aspects :Firstly, this paper sets up the prediction model for PM2.5 level based on the discrete param-eter Markov chain. Daily average concentration data of PM2.5 are graded with the atmospheric pollutant concentration limits, and then we establish the discrete parameter Markov chain pre-diction model. Next, this paper uses the one-step state transition probability matrix and C-K equation to test the validity of the model. Finally, according to the ergodic properties of the discrete parameter Markov chain, the thesis obtains the steady-state distribution and return pe-riod. This paper forecast level of PM2.5 that based on Nanjing's data. The result shows that the discrete parameter Markov chain model for grade prediction of PM2.5 is effective.Secondly, because the traditional global Moran's I can not make the best of the informa-tion contained in data, this paper improves traditional global Moran's I. Through calculating the relationship between traditional global Moran's I and improved global Moran's I, we find improved global Moran's I that contains more information. For doing significance test, we use matrix algorithm of Lee to calculate the expectation and variance. The thesis analysis PM2.5 per hour data of the 7 air quality monitors in Chengdu to explore spatial autocorrelation in the over-all region. The result shows that improved global Moran's I can mining spatial autocorrelation effectively.Thirdly, because of traditional local Moran's I's localization in large samples , this paper improves traditional local Moran's I. And we calculate the relationship between traditional local Moran's I and improved local Moran's I. For doing significance test, this thesis uses matrix algorithm of Lee to calculate the expectation and variance. We analysis PM2.5 per hour data of the 7 air quality monitors in Chengdu to explore spatial autocorrelation in the local region. The result shows that improved local Moran's I can mining spatial autocorrelation effectively.Finally, in order to describe the interaction between regions, this paper combines geographic distance and economic variable to structure the geography — economic dynamic spatial weight matrix. Based on the geographic data and economic data of 21 cities in Sichuan Province,we combine the spatial weight matrix and the improved Moran's I to analysis spatial autocorrelation and spatial distribution of PM2.5 pollution in Sichuan province. The result shows that combining the geography—economic dynamic spatial weight matrix with improved Moran's I can explore spatial autocorrelation effectively.
Keywords/Search Tags:PM2.5, The discrete parameter Markov chain, Improved global Moran's I, Improved local Moran's I, Geography-economic dynamic spatial weight matrix
PDF Full Text Request
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