2014
DOI: 10.5194/hess-18-3015-2014
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Simulation of rainfall time series from different climatic regions using the direct sampling technique

Abstract: Abstract. The direct sampling technique, belonging to the family of multiple-point statistics, is proposed as a nonparametric alternative to the classical autoregressive and Markovchain-based models for daily rainfall time-series simulation. The algorithm makes use of the patterns contained inside the training image (the past rainfall record) to reproduce the complexity of the signal without inferring its prior statistical model: the time series is simulated by sampling the training data set where a sufficient… Show more

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Cited by 48 publications
(24 citation statements)
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References 49 publications
(45 reference statements)
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“…creek measured at St.Sulpice station (Ar) is used as a target variable, while the same water flow measured at Boudry station (Ar2) and the Seyon creek sharp fluctuations around the local trend due to instrumental errors. To remove this kind of artifact, the following preprocessing treatment is applied Oriani (2015): given a time-series Z(t) and computing the differential operator δZ(t) = Z(t) − Z(t − 1), the artifacts are identified with the portions of Z(t) presenting σ(t, a) > b, where σ(t, a) is the local standard deviation of 65 δZ(t), computed on the time interval [t ± a] and b is a user-defined threshold.…”
Section: The Data Set 45mentioning
confidence: 99%
“…creek measured at St.Sulpice station (Ar) is used as a target variable, while the same water flow measured at Boudry station (Ar2) and the Seyon creek sharp fluctuations around the local trend due to instrumental errors. To remove this kind of artifact, the following preprocessing treatment is applied Oriani (2015): given a time-series Z(t) and computing the differential operator δZ(t) = Z(t) − Z(t − 1), the artifacts are identified with the portions of Z(t) presenting σ(t, a) > b, where σ(t, a) is the local standard deviation of 65 δZ(t), computed on the time interval [t ± a] and b is a user-defined threshold.…”
Section: The Data Set 45mentioning
confidence: 99%
“…Oriani et al (2014) recently geared DS to the simulation of synthetic time-series. Their work builds on earlier work carried out in the field of multiple-point geostatistics (Mariethoz et al 2010, and references therein) during the last decades.…”
Section: 4mentioning
confidence: 99%
“…There are clear potential advantages to integrating more complex data and considering nonlinear physical processes. For example, training images can also consider temporal parameters (Oriani et al ), offering the opportunity to simultaneously consider model structural uncertainty and uncertainty related to boundary conditions such as recharge. These advances will likely rely on identification of analogs (e.g., Pirot et al ) or the use of clever tools (Comunian et al ; Rezaee et al ) to include these new data efficiently.…”
Section: Future Steps In Building and Using Training Imagesmentioning
confidence: 99%