Optimal Vector Smoothing Splines with Coupled Constraints

スポンサーリンク

概要

• 論文の詳細を見る

• This paper considers the problem of designing optimal vector smoothing spline curves with equality and/or inequality constraints. The constraints are assumed to be cross-coupled among the element curves imposed at some time instant as well as over some time interval. The vector splines are constituted employing normalized uniform B-splines as the basis functions. Then various types of constraints are formulated as linear function of the so-called control points, and the problem is reduced to convex quadratic programming problem. The performance is examined by some numerical examples.

著者

• KANO Hiroyuki

  Division of Science, School of Science and Engineering, Tokyo Denki University

• Kano Hiroyuki

  Division Of Science School Of Science And Engineering Tokyo Denki University

• Fujioka Hiroyuki

  Department of System Management, Fukuoka Institute of Technology

• FUJIOKAI Hiroyuki

  Department of System Management, Fukuoka Institute of Technology

関連論文

• Discrete-Time Control Systems Approach for Optimal Smoothing Splines
• Optimal Vector Smoothing Splines with Coupled Constraints

スポンサーリンク