Mathematical Measures in the Analysis of Three-Dimensional Binary Images
Abstract
Three-dimensional binary represenations of continuous objects are analyzed for shape properties. Theoretical results are descibed that suggest a method for developing three-dimensional shape measures. New shape measures are introduced, and a method for approximating them over the boundary of a low resolution binary object is presented. Statistical results are shown that yield high differentiation between binary shapes. A method for displaying the shaded planar image of a three-dimensional binary image is described.
Description
Program year: 1996/1997Digitized from print original stored in HDR
Citation
Krumvieda, Clifford D. (1989). Mathematical Measures in the Analysis of Three-Dimensional Binary Images. University Undergraduate Fellow. Available electronically from https : / /hdl .handle .net /1969 .1 /CAPSTONE -KrumviedaC _1989.