A smoothing procedure is proposed where the Gaussian filter is used with an adaptive mechanism to suppress the noise effect and quantization error of a digital curve. Those points of the smoothed curve where curvature changes abruptly are detected as breakpoints. Circular arcs are suitably designed between breakpoints to lit the input curve. Experimental results indicate that our curve-fitting method provides good approximations of the input curves.
机构:
PURDUE UNIV, SCH ELECT ENGN, COMP VIS & IMAGE PROC LAB, W LAFAYETTE, IN 47907 USAPURDUE UNIV, SCH ELECT ENGN, COMP VIS & IMAGE PROC LAB, W LAFAYETTE, IN 47907 USA
ANSARI, N
DELP, EJ
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机构:
PURDUE UNIV, SCH ELECT ENGN, COMP VIS & IMAGE PROC LAB, W LAFAYETTE, IN 47907 USAPURDUE UNIV, SCH ELECT ENGN, COMP VIS & IMAGE PROC LAB, W LAFAYETTE, IN 47907 USA
机构:
PURDUE UNIV, SCH ELECT ENGN, COMP VIS & IMAGE PROC LAB, W LAFAYETTE, IN 47907 USAPURDUE UNIV, SCH ELECT ENGN, COMP VIS & IMAGE PROC LAB, W LAFAYETTE, IN 47907 USA
ANSARI, N
DELP, EJ
论文数: 0引用数: 0
h-index: 0
机构:
PURDUE UNIV, SCH ELECT ENGN, COMP VIS & IMAGE PROC LAB, W LAFAYETTE, IN 47907 USAPURDUE UNIV, SCH ELECT ENGN, COMP VIS & IMAGE PROC LAB, W LAFAYETTE, IN 47907 USA