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Original Articles

Universal kriging for spatio‐temporal data

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Pages 283-290 | Received 10 Oct 2003, Published online: 14 Oct 2010

References

  • Cressie , N. 1993 . Statistics for Spatial Data , New York : John Wiley .
  • Cressie , N. and Huang , H. 1997 . Models for continuous stationary space‐time processes . Lecture Notes in Statistics , 122 : 569
  • Jones , R.H. and Zhang , Y. 1999 . Classes of nonseparable, spatio‐temporal stationary covariance functions . Journal of the American Statistical Association , 94 : 1330
  • and , DučinskasK. 2002 . Lesauskiene. Separable spatio‐temporal covariance functions . Lithuanian Mathematical Journal , 42 : 497
  • Dučinskas , K. and Šaltyte , J. 2000 . LesauskieneE.Universal kriging . Lithuanian Mathematical Journal , 40 : 277
  • Rodriguez‐Iturbe , I. and Mejia , J.M. 1974 . The design of rainfall networks in time and space . Water Resources Research , 10 : 713 – 729 .

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