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In this paper we study the statistics of intersections of a sphere with tiles in regular three-dimensional tessellations consisting by cubes with cubic obstacles. We also show that the obtained results are useful in the determination of a classi¯cation rule for raster conversions in GIS and GRASS GIS.

Geometric probabilities for three - dimensional tessellations and raster classifications / Bonanzinga, V., L., S.. - 82:(2010), pp. 111-122.

Geometric probabilities for three - dimensional tessellations and raster classifications

BONANZINGA, Vittoria;
2010-01-01

Abstract

In this paper we study the statistics of intersections of a sphere with tiles in regular three-dimensional tessellations consisting by cubes with cubic obstacles. We also show that the obtained results are useful in the determination of a classi¯cation rule for raster conversions in GIS and GRASS GIS.
2010
Inglese
A. MORRO, G. INDELICATO, R.M. COLOMBO ET AL., D. SCANDURRA ET AL, G. PONTRELLI ET AL., P. LICHTENBERGER ET AL., E. COMPARINI, V. ET AL., G. RICCIARDI, D. DURANTE, V.BONANZINGA, L. SORRENTI ET AL.
82
Applied and Industrial Mathematics in Italy - III
111
122
12
978-981-4280-29-7
E. De Bernardis, R. Spigler, V. Valente
ROMA
Sì, ma tipo non specificato
No
Geometric probability; stochastic geometry; random sets
info:eu-repo/semantics/bookPart
Bonanzinga, Vittoria; L., Sorrenti
2 Contributo in Volume::2.1 Contributo in volume (Capitolo o Saggio)
2
268
Geometric probabilities for three - dimensional tessellations and raster classifications / Bonanzinga, V., L., S.. - 82:(2010), pp. 111-122.
none
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/20.500.12318/10300
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