*Kalay, Y.E.*,

**Determining the Spatial Containment of a Point in General Polyhedra**,

*CGIP(19)*, No. 4, August 1982, pp. 303-334.

WWW Link.
BibRef
**8208**

*Horn, W.P.*,
*Taylor, D.L.*,

**A Theorem to Determine the Spatial Containment of a
Point in a Planar Polyhedron**,

*CVGIP(45)*, No. 1, January 1989, pp. 106-116.

WWW Link.
BibRef
**8901**

*Lane, J.*,
*Magedson, B.*,
*Rarick, M.*,

**An Efficient Point in Polyhedron Algorithm**,

*CVGIP(26)*, No. 1, April 1984, pp. 118-125.

WWW Link.
BibRef
**8404**

*Chen, L.T.*,
*Davis, L.S.*,

**Parallel Algorithms for Testing if a Point is Inside a Closed Curve**,

*PRL(12)*, 1991, pp. 73-77.
BibRef
**9100**

*Kurogane, T.[Toshio]*,
*Nagaoka, D.[Daiji]*,

**Method of detecting an internal point within a closed area**,

*US_Patent*5,014,331, May 7, 1991

WWW Link.
BibRef
**9105**

*Hui, K.C.*,

**A Robust Point Inclusion Algorithm for Regions Bounded
by Parametric Curve Segments**,

*CAD(29)*, No. 11, November 1997, pp. 771-778.
**9712**

BibRef

*Cheung, C.K.[Chui Kwan]*,
*Shi, W.Z.[Wen-Zhong]*,
*Zhou, X.[Xian]*,

**A Probability-based Uncertainty Model for Point-in-Polygon Analysis in
GIS**,

*GeoInfo(8)*, No. 1, March 2004, pp. 71-98.

DOI Link
**0401**

BibRef

*Martínez, F.[Francisco]*,
*Rueda, A.J.[Antonio J.]*,
*Feito, F.R.[Francisco R.]*,

**The multi-LREP decomposition of solids and its application to a
point-in-polyhedron inclusion test**,

*VC(26)*, No. 11, November 2010, pp. 1361-1368.

WWW Link.
**1101**

BibRef

Springer DOI

Finding where in the mesh the point occurs. BibRef

*Silva, L.[Luciano]*,

**Point Containment in Discrete Arbitrary Dimension**,

*3DPVT06*(350-357).

IEEE DOI
**0606**

Determine whether a point is inside a boundary.
BibRef

*Meißner, M.*,
*Bartz, D.*,
*Müller, G.*,
*Hüttner, T.*,
*Einighammer, J.*,

**Generation of Decomposition Hierarchies for Efficient Occlusion Culling
of Large Polygonal Models**,

*VMV01*(xx-yy).

PDF File.
**0209**

BibRef

Chapter on 2-D Feature Analysis, Extraction and Representations, Shape, Skeletons, Texture continues in

Digital Geometry .

Last update:Nov 11, 2017 at 13:31:57