eprintid: 689
rev_number: 15
eprint_status: archive
userid: 14
dir: disk0/00/00/06/89
datestamp: 2016-05-16 13:07:58
lastmod: 2016-05-16 13:12:49
status_changed: 2016-05-16 13:12:49
type: report
metadata_visibility: show
creators_name: Bodurov, V
creators_name: Dimov, D.
creators_name: Evtimov, G
creators_name: Georgiev, I.
creators_name: Harizanov, S
creators_name: Nikolov, G
creators_name: Pirinski, V
title: The 2D/3D Best-Fit Problem
ispublished: pub
subjects: machines
subjects: tech_dev
studygroups: esgi113
companyname: Sirma Group
full_text_status: public
abstract: In computer systems, the best-fit problem can be described as a search for the best transformation matrix to transform input mea- sured points from their coordinate system into a CAD model coordinate system using a criteria function for optimization. For example, if the criterion is Mini- mum Sum of Deviations, we search for a transformation matrix M that minimizes the sum of all distances from an matrix-transformed measure points to a CAD model.
date: 2014-09
citation:   Bodurov, V and Dimov, D. and Evtimov, G and Georgiev, I. and Harizanov, S and Nikolov, G and Pirinski, V  (2014) The 2D/3D Best-Fit Problem.  [Study Group Report]     
document_url: http://miis.maths.ox.ac.uk/miis/689/1/2D_3D%20Best-Fit%20Problem.pdf