Reconstructions of noisy digital contours with maximal primitives based on multi-scale/irregular geometric representation and generalized linear programming

A Vacavant, B Kerautret, T Roussillon… - Discrete Geometry for …, 2017 - Springer
The reconstruction of noisy digital shapes is a complex question and a lot of contributions
have been proposed to address this problem, including blurred segment decomposition or …

Periodic and recursive control theoretic smoothing splines

M Karasalo, X Hu, CF Martin - 2010 - projecteuclid.org
In this paper, a recursive control theoretic smoothing spline approach is proposed for
reconstructing a closed contour. Periodic splines are generated by minimizing a cost …

[PDF][PDF] Експертна система декомпозиції складного контура

ОА Шовкопляс - 2021 - essuir.sumdu.edu.ua
КВАЛІФІКАЦІЙНА МАГІСТЕРСЬКА РОБОТА Page 1 МІНІСТЕРСТВО ОСВІТИ І НАУКИ
УКРАЇНИ СУМСЬКИЙ ДЕРЖАВНИЙ УНІВЕРСИТЕТ ЦЕНТР ЗАОЧНОЇ, ДИСТАНЦІЙНОЇ ТА …

Recursive construction of optimal smoothing spline surfaces with constraints

H Fujioka, H Kano - IFAC Proceedings Volumes, 2011 - Elsevier
In this paper, we consider the problem of recursively constructing smoothing spline surfaces
with equality and/or inequality constraints each time when a new set of data is observed …

An estimated general cross validation function for periodic control theoretic smoothing splines

M Karasalo, X Hu, CF Martin - … Theory, Control, and Signal Processing: A …, 2010 - Springer
In this paper, a method is developed for estimating the optimal smoothing parameter ε for
periodic control theoretic smoothing splines. The procedure is based on general cross …

Recursive construction of optimal smoothing splines generated by linear control systems

H Fujioka, H Kano - Transactions of the Institute of Systems, Control …, 2011 - jstage.jst.go.jp
This paper considers the problem of constructing smoothing spline curves recursively each
time when a new set of data is observed. The spline curves are constituted by employing an …