'Sample count' diaporamas de présentation

CS 558 Computer Vision

CS 558 Computer Vision. Fitting, RANSAC, and Hough Transfrom. Adapted from S. Lazebnik. Outline. Fitting: concept and basics Least square fitting: line fitting example Random sample consensus (RANSAC) Hough transform: line fitting example Hough transform: applications in vision. Outline.

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Fourier-based and Poisson surface reconstruction

Fourier-based and Poisson surface reconstruction. Reporter: Lincong Fang 24th Dec, 2008. Implicit surfaces. F ( x , y ) =0. F ( x , y )>0. F ( x , y )<0. Papers. Michael Kazhdan. Reconstruction of solid models from oriented point set. SGP2005.

1.2k views • 58 slides

Computing F Class 8

Computing F Class 8. Read notes Section 4.2. p. p. L 2. L 2. m 1. m 1. m 1. C 1. C 1. C 1. M. M. L 1. L 1. l 1. l 1. e 1. e 1. l T 1. l 2. e 2. e 2. Canonical representation:. l 2. m 2. m 2. m 2. l 2. l 2. Fundamental matrix (3x3 rank 2 matrix). C 2. C 2. C 2.

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Parameter estimation class 6

Parameter estimation class 6. Multiple View Geometry Comp 290-089 Marc Pollefeys. Content. Background : Projective geometry (2D, 3D), Parameter estimation , Algorithm evaluation. Single View : Camera model, Calibration, Single View Geometry.

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System Platform 3.1 and InTouch 10.1 What's new?

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Derivation of Eigentriphones by Weighted Principal Component Analysis

Derivation of Eigentriphones by Weighted Principal Component Analysis. Tom Ko and Brian Mak The Hong Kong University of Science and Technology. Outline. Introduction Existing Solutions Review of Eigentriphones Proposed Improvements Derivation of Eigentriphones by Weighted PCA (WPCA)

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Parameter estimation

Parameter estimation. Invariance to transforms ?. will result change? for which algorithms? for which transformations?. Non-invariance of DLT. Given and H computed by DLT, and Does the DLT algorithm applied to yield ?

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Parameter estimation

Parameter estimation. Invariance to transforms ?. will result change? for which algorithms? for which transformations?. Non-invariance of DLT. Given and H computed by DLT, and Does the DLT algorithm applied to yield ?

282 views • 17 slides

Parameter estimation

Parameter estimation. Invariance to transforms ?. will result change? for which algorithms? for which transformations?. Non-invariance of DLT. Given and H computed by DLT, and Does the DLT algorithm applied to yield ?

205 views • 17 slides

Common Craft Cut-Outs

Common Craft Cut-Outs. Category: Sample Content: Sample Count: XX. Last Updated: 10-17-12. Common Craft Cut-outs are images, just like the ones below, that we provide in PowerPoint for easy use. The next slides have basic instructions for using images delivered this way.

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