Table 2.

Models M0M2 for generalized Pareto distribution log-scale parameter, logσo(t,s), along with cross-validation results and estimated shape parameter, ξo, with bootstrapped 95% confidence intervals

  ST-CV15-CVξo
  RMSECRPSRMSECRPS 
M0β0+β1logσc(s)0.9450.8950.9280.8820.152(0.237,0.092)
M1β0+β1logσc(s)+β2MI(t)0.9380.8940.9180.8800.156(0.204,0.110)
M2β0+β1logσc(s)+β2logC(s)+β3MI(t)+β4logC(s)MI(t)0.9340.8930.9080.8780.158(0.194,0.110)
  ST-CV15-CVξo
  RMSECRPSRMSECRPS 
M0β0+β1logσc(s)0.9450.8950.9280.8820.152(0.237,0.092)
M1β0+β1logσc(s)+β2MI(t)0.9380.8940.9180.8800.156(0.204,0.110)
M2β0+β1logσc(s)+β2logC(s)+β3MI(t)+β4logC(s)MI(t)0.9340.8930.9080.8780.158(0.194,0.110)

Note. Numbers in bold font show the lowest CV values.

CRPS = continuous ranked probability score; CV = cross-validation; RMSE = root mean square error; ST-CV = spatio-temporal.

Table 2.

Models M0M2 for generalized Pareto distribution log-scale parameter, logσo(t,s), along with cross-validation results and estimated shape parameter, ξo, with bootstrapped 95% confidence intervals

  ST-CV15-CVξo
  RMSECRPSRMSECRPS 
M0β0+β1logσc(s)0.9450.8950.9280.8820.152(0.237,0.092)
M1β0+β1logσc(s)+β2MI(t)0.9380.8940.9180.8800.156(0.204,0.110)
M2β0+β1logσc(s)+β2logC(s)+β3MI(t)+β4logC(s)MI(t)0.9340.8930.9080.8780.158(0.194,0.110)
  ST-CV15-CVξo
  RMSECRPSRMSECRPS 
M0β0+β1logσc(s)0.9450.8950.9280.8820.152(0.237,0.092)
M1β0+β1logσc(s)+β2MI(t)0.9380.8940.9180.8800.156(0.204,0.110)
M2β0+β1logσc(s)+β2logC(s)+β3MI(t)+β4logC(s)MI(t)0.9340.8930.9080.8780.158(0.194,0.110)

Note. Numbers in bold font show the lowest CV values.

CRPS = continuous ranked probability score; CV = cross-validation; RMSE = root mean square error; ST-CV = spatio-temporal.

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