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The evaluation of pollen concentrations with statistical and computational methods on rooftop and on ground level in Vienna – How to include daily crowd-sourced symptom data

机译:在维也纳和地面统计和计算方法中对花粉浓度的评价 - 如何包括日常人群症状数据

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It is recommended to position pollen monitoring stations on rooftop level to assure a large catchment area and to gain data that are representative for a regional scale. Herein, an investigation of the representativeness of pollen concentrations was performed for 20 pollen types in the pollen seasons 2015-2016 in Vienna for rooftop and ground level and was compared with weather data and for the first time with symptom data. The complete data set was analyzed with various statistical methods including Spearmen correlation, ANOVA, Kolmogorov-Smirnov test and logistic regression calculation: Odds ratio and Yule's Q values. Computational intelligence methods, namely Self Organizing Maps (SOMs) were employed that are capable of describing similarities and interdependencies in an effective way taking into account the U-matrix as well. The Random Forest algorithm was selected for modeling symptom data. The investigation of the representativeness of pollen concentrations on rooftop and ground level concerns the progress of the season, the peak occurrences and absolute quantities. Most taxa examined showed similar patterns (e.g. Betula), while others showed differences in pollen concentrations exposure on different heights (e.g. the Poaceae family). Maximum temperature, mean temperature and humidity showed the highest influence among the weather parameters and daily pollen concentrations for the majority of taxa in both traps. The rooftop trap was identified as the more adequate one when compared with the local symptom data. Results show that symptom data correlate more with pollen concentrations measured on rooftop than with those measured on ground level.
机译:建议将花粉监测站定位在屋顶级别,以确保大型集水区,并获得具有区域规模的代表的数据。在此,在维也纳花粉季节2015-2016中对屋顶和地面的花粉季节进行了对花粉季节的代表性的调查,并与天气数据和症状数据第一次进行比较。通过各种统计方法分析完整的数据集,包括留置留置权,ANOVA,KOLMOGOOROV-SMIRNOV测试和逻辑回归计算:赔率比和Yule的Q值。使用计算智能方法,即自组织地图(SOM),其能够以有效的方式描述相似性和相互依赖性,同时考虑U形矩阵。选择随机林算法来建模症状数据。调查花粉浓度对屋顶和地面水平的代表性涉及本赛季的进展,峰值发生和绝对量。审查的大多数分类群显示出类似的模式(例如Betula),而其他分类则显示出花粉浓度暴露在不同高度(例如Poaceae家族)的差异。最高温度,平均温度和湿度显示出两种陷阱大多数分类群的天气参数和日常花粉浓度的最高影响。与局部症状数据相比,屋顶陷阱被识别为更适当的陷阱。结果表明,症状数据在屋顶上测量的花粉浓度比在地面上测量的花粉浓度更多地相关。

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