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style proposition to selecting spatial sample for estimation unknown point

    Author

    • Jaufar M. Mohmmed
,
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Abstract

This paper research about method choice a samples in spatial statistics and using this samples in estimation operation in non-measured area , since there tow types from spatial samples which concluded take up in this paper as a point sample and area sample , since for any type method for choice him , that after definition bounded statistics which have terms this sample it is necessary to be in spatial space , and we using kriging technique in estimation operation in non-measured , moreover calculation kriging estimator variance and kriging variance .we application this paper on our country (Iraq) from (15) governorate in field farming wheat and it is real data, then we programmed all results of mathematical operation by matlab language.

Keywords

  • Kriging
  • spatial sample
  • polygons sample
  • point spatial sample
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    • Article View: 178
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journal of kirkuk University For Administrative and Economic Sciences
Volume 3, Issue 2
December 2013
Pages 170-189
Files
  • XML
  • PDF 978.96 K
Share
How to cite
  • RIS
  • EndNote
  • Mendeley
  • BibTeX
  • APA
  • MLA
  • HARVARD
  • VANCOUVER
Statistics
  • Article View: 178
  • PDF Download: 115

APA

M. Mohmmed, J. (2013). style proposition to selecting spatial sample for estimation unknown point. journal of kirkuk University For Administrative and Economic Sciences, 3(2), 170-189.

MLA

Jaufar M. Mohmmed. "style proposition to selecting spatial sample for estimation unknown point". journal of kirkuk University For Administrative and Economic Sciences, 3, 2, 2013, 170-189.

HARVARD

M. Mohmmed, J. (2013). 'style proposition to selecting spatial sample for estimation unknown point', journal of kirkuk University For Administrative and Economic Sciences, 3(2), pp. 170-189.

VANCOUVER

M. Mohmmed, J. style proposition to selecting spatial sample for estimation unknown point. journal of kirkuk University For Administrative and Economic Sciences, 2013; 3(2): 170-189.

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