2019
DOI: 10.1007/s11147-019-09161-0
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Approaching rainfall-based weather derivatives pricing and operational challenges

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Cited by 6 publications
(3 citation statements)
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“…In fact, Table 8 presents that either taking Valencia, Castellon, or Alicante as reference station, this alternative yields lower RMSE values for all the strike levels considered, with reductions of up to 110, 68, and 51 units, respectively, in comparison with the less favorable alternative. These outcomes are in line with preceding findings reported in the work of Martínez Salgueiro and Tarrazon-Rodon (2019), which also favor the implementation of compound derivatives geared to rainfall for the months of September and October in Comunidad Valenciana.…”
Section: Resultssupporting
confidence: 91%
See 1 more Smart Citation
“…In fact, Table 8 presents that either taking Valencia, Castellon, or Alicante as reference station, this alternative yields lower RMSE values for all the strike levels considered, with reductions of up to 110, 68, and 51 units, respectively, in comparison with the less favorable alternative. These outcomes are in line with preceding findings reported in the work of Martínez Salgueiro and Tarrazon-Rodon (2019), which also favor the implementation of compound derivatives geared to rainfall for the months of September and October in Comunidad Valenciana.…”
Section: Resultssupporting
confidence: 91%
“…The alternative Daily Simulation technique is not used in this case as it entails the important dangers of specifying the daily precipitation model incorrectly and, therefore, of underestimating rainfall volatility (Cao et al, 2004: 98; Odening et al, 2007: 152). The Index Value Simulation method, already applied in the work of Leobacher and Ngare (2011), Shah (2017), and Martínez Salgueiro and Tarrazon-Rodon (2019), is implemented in this article by modeling the monthly cumulative rainfall index through a parametric distribution.…”
Section: Methodsmentioning
confidence: 99%
“…It is important to note that weather derivative pricing does not use the Black-Scholes model [37][38][39]. According to Botoş and Ciumaş [39], some of the reasons why the Black-Scholes model is not suitable for the valuation of weather derivatives are (1) the underlying asset (rain, precipitation, wind speed) has no direct value to the price of derivative, and it is not standard tradable, so its price cannot be free of financial risks; (2) the evolution of the weather is determined by meteorological and geological factors, which makes the variable take certain values inside narrow intervals; and (3) weather does not exhibit the random nature of financial assets, and its inherent nature makes it predictable in the short term and makes it random around historical averages in the long term.…”
Section: Barrier Options Based On Weather Indexesmentioning
confidence: 99%