2016
DOI: 10.1007/s00477-016-1346-z
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Advances in spatial functional statistics

Abstract: This is the editorial letter for the special issue dedicated to Spatial Functional Statistics, motivated by the joint VII International Workshop on Spatio-temporal Modelling (METMAVII) and the 2014 meeting of the research group for Statistical Applications to Environmental Problems (GRASPA14), which took place in Turin (Italy) from 10 to 12 September 2014. This special issue summarises and discusses peer-reviewed contributions related to the analysis of functional data showing complex characteristics such as s… Show more

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Cited by 34 publications
(17 citation statements)
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“…Therefore, unlike classical regionalization approaches, the complete time series is treated as a whole, without losing their dimensionality and temporal dependencies. When such curves are also observed through space, spatial dependence among locations can be made explicit by means of a spatial autocorrelation function (also called variogram) (Giraldo et al, ; Mateu and Romano, ). This approach is known as spatial functional data analysis (sFDA), and the regionalization with sFDA takes into consideration time as well space dependencies (Giraldo et al, ; Romano et al, ).…”
Section: Introductionmentioning
confidence: 99%
“…Therefore, unlike classical regionalization approaches, the complete time series is treated as a whole, without losing their dimensionality and temporal dependencies. When such curves are also observed through space, spatial dependence among locations can be made explicit by means of a spatial autocorrelation function (also called variogram) (Giraldo et al, ; Mateu and Romano, ). This approach is known as spatial functional data analysis (sFDA), and the regionalization with sFDA takes into consideration time as well space dependencies (Giraldo et al, ; Romano et al, ).…”
Section: Introductionmentioning
confidence: 99%
“…In the logarithmic scale, very small numerical variations in the mg/m 3 unit generate increased numerical variations, thus providing for greater numerical distinction amongst variations and facilitating cluster analysis. This logarithmic scale approach is also discussed in the work of [11] [13] [14]. In another approach, the monthly averages and standardized anomalies (Equation (4)) were calculated.…”
Section: Clusteringmentioning
confidence: 99%
“…Developing such a metric is non-trivial because functional data can manifest itself in a variety of ways, with the data subject to a large degree of variability due to the nature of the spatial component. The emerging characteristics for recently developed methods are mainly related to modelling correlated functional data using spatial structures (geostatistical data, point patterns and areal data) that can be combined with functional data [17]. For this reason, and based on the specific characteristics of the spatial component related to the functional data, the scientific community has focused on developing methods based on suitable measures of distance, or similarity, related to clustering ( [7], [8], [9], [24], [28]), to the definition of depth [1] and to kriging prediction problems [2].…”
Section: Introductionmentioning
confidence: 99%