Freeman chain code with first differences and shape number

Version (3.4 KB) by Chaya N
Computes the Freeman chain code along with the first difference and shape number of a boundary
Updated 31 Oct 2016

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% CC = FREEMANCC(B) computes the 8-connected Freeman code, the first
% difference of the chain code and also the shape number for a given
% boundary or contour B. B must be a P-by-2 matrix, where P is the number
% of 8-connected boundary pixels for the corresponding region. Each row
% of B represents the row and column coordinates for a pixel. CC is a
% structure with four fields:
% StartIdx Row and column coordinates for the starting pixel of
% the boundary B.
% ChainCode The 8-connected chain code of B. If B is a P-by-2
% matrix of pixels representing a closed contour, then
% size of this array is 1-by-(P-1). If B is an open
% contour, then size of the chain code is 1-by-P.
% FirstDiff The first difference of the chain code, representing
% its rotation-invariant equivalent form and having the
% same dimensions as the chain code.
% ShapeNum The shape number of the boundary, which is the first
% difference of the smallest magnitude.

Cite As

Chaya N (2024). Freeman chain code with first differences and shape number (, MATLAB Central File Exchange. Retrieved .

MATLAB Release Compatibility
Created with R2015b
Compatible with any release
Platform Compatibility
Windows macOS Linux
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