Bellman, R.,
On the Approximation of Curves by Line Segments Using
Dynamic Programming,
CACM(4), No. 6, June 1961, pp. 284.
BibRef
6106
Stone, H.,
Approximation of Curves by Line Segments,
MathComp(15), 1961, pp. 40-47.
BibRef
6100
Gluss, B.,
A Line Segment Curve-Fitting Algorithm Related to Optimal
Encoding of Information,
InfoControl(5), 1962, pp. 261-267.
BibRef
6200
Phillips, G.M.,
Algorithm for Piecewise Straight Line Approximations,
Computer Journal(11), 1968, pp. 211-212.
BibRef
6800
Ramer, U.,
An Iterative Procedure for the Polygonal Approximation of
Plane Curves,
CGIP(1), 1972, pp. 244-256.
BibRef
7200
Feng, H.Y.,
Pavlidis, T.,
Finding 'Vertices' in a Picture,
CGIP(2), 1973, pp. 103-117.
BibRef
7300
Pavlidis, T.,
Optimal Piecewise Polynomial L2 Approximation of Functions of
One and Two Variables,
TC(24), No. 1, January 1975, pp. 98-102.
BibRef
7501
Rosenfeld, A., and
Johnston, E.,
Angle Detection on Digital Curves,
TC(22), 1973, pp. 875-878.
BibRef
7300
Davis, L.S.,
Understanding Shape: Angles and Sides,
TC(26), No. 3, March 1973, pp. 236-242.
See also Understanding Shape, II: Symmetry.
BibRef
7303
Douglas, D.H., and
Peucker, T.K.,
Algorithms for the reduction of the number of points required to represent a
digitized line or its caricature,
Canadian Cartographer(10), 1973, pp. 112-122.
Iterative endpoint fit.
BibRef
7300
Rosenfeld, A., and
Weszka, J.S.,
An Improved Method of Angle Detection on Digital Curves,
TC(24), 1975, pp. 940-941.
BibRef
7500
Rosenfeld, A.,
Digital Straight Line Segments,
TC(23), No. 12, December 1974, pp. 1264-1269.
The early paper for lines from curves.
BibRef
7412
Klaasman, H.,
Some Aspects of the Accuracy of the Approximated Position of a
Straight Line on a Square Grid,
CGIP(4), No. 3, September 1975, pp. 225-23.
BibRef
7509
Albano, A.,
Representation of Digitized Contours in Terms of Conic Arcs and
Straight-Line Segments,
CGIP(3), 1974, pp. 23-33.
BibRef
7400
Chapter on Detection and Analysis of Edges, Lines, Curves, Corners, Hough Transform continues in
Basic Algorithms to Partition Curves .