Paul Besl und Neil Mckay - Info zur Person

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Computer Vision, Virtual Reality and Robotics in Medicine: First

books.google.de

[BM92] Paul Besl and Neil McKay. A method for registration of 3-D shapes. PAMI, 14(2): , February [CDT+92] P. Cinquin, P. Demongeot, J. Troccaz ...

Computer Vision - ECCV '94: Third European Conference on Computer...

books.google.de

Volume image processing, results and research challenges. Technical Report 2050, INRIA, [BM92] Paul Besl and Neil McKay. A method for registration of ...

Recursive method for providing raster card, involves assigning actual...

www.freepatentsonline.com

, und Paul Besl, Neil McKay, "A method for registration of 3D shapes", IEEE Transactions an Pattern Analysis and Machine Intelligence, ...

High-Resolution Inspection of Tools for Novel Forming Processes by ...opg.optica.org › abstract

opg.optica.org

[Crossref]; Paul Besl and Neil McKay. (1992). A Method for Registration of 3-D Shapes. IEEE Trans. Pattern Anal. Mach. Intell –

A New Framework for Fusing Stereo Images with Volumetric Medical ...link.springer.com › chapter

link.springer.com

Paul Besl and Neil McKay. A method for registration of 3-D shapes. PAMI, 14 (2): 239–256, February CrossRef Google Scholar. P. Cinquin, P. Demongeot, ...

General Motors - Research & Development - Gorge Netw3.gorge.net › eclipse › webpages › webpage_mckay

w3.gorge.net

Paul Besl and Neil McKay, Apparatus for the Registration of Three-Dimensional Shapes , patent no. 5,715,166. Data/Software.

ICP-1.1.html

engineering.purdue.edu

The first ICP algorithm was proposed by Paul Besl and Neil McKay in a now celebrated paper that appeared in in IEEE Transactions on PAMI. Since then ...

Neil McKay's Curriculum Vitae

web.eecs.umich.edu

Patents. Paul Besl and Neil McKay, Apparatus for the Registration of Three-Dimensional Shapes , patent no. 5,715,166 (assigned to General Motors) ...

Iterative Closest Point - John Lambertjohnwlambert.github.io › icp

johnwlambert.github.io

· [3] Paul Besl and Neil McKay. A Method for Registration of 3-D Shapes. TPAMI, PDF. [4] Jeff Phillips. Lecture 24: Iterative Closest ...

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Paul Besl und Neil Mckay Person-Info