'Source points' presentation slideshows

CSE 554 Lecture 9: Laplacian Deformation

CSE 554 Lecture 9: Laplacian Deformation. Fall 2016. Review. Source. Alignment Registering source to target by rotation and translation Rigid-body transformations Methods Aligning principle directions (PCA) Aligning corresponding points (SVD) Iterative improvement (ICP)

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Chamfer Matching & Hausdorff Distance

Chamfer Matching & Hausdorff Distance. Presented by Ankur Datta. Slides Courtesy Mark Bouts Arasanathan Thayananthan. Hierarchical Chamfer Matching: A Parametric Edge Matching Algorithm (HCMA). Motivation. Matching is a key problem in vision Edge matching is robust.

626 views • 43 slides

CSE 554 Lecture 7: Deformation II

CSE 554 Lecture 7: Deformation II. Fall 2011. Review. Source. Rigid-body alignment Non-rigid deformation Intrinsic methods: deforming the boundary points An optimization problem Minimize shape distortion Maximize fit Example: Laplacian-based deformation. Target. Before. After.

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CSE 554 Lecture 9: Extrinsic Deformations

CSE 554 Lecture 9: Extrinsic Deformations. Fall 2012. Review. Source. Non-rigid deformation Intrinsic methods: deforming the boundary points An optimization problem Minimize shape distortion Maximize fit Example: Laplacian-based deformation. Target. Before. After.

364 views • 36 slides

Using Overlays to Improve Security

Using Overlays to Improve Security. Angelos D. Keromytis, Vishal Misra, Daniel Rubenstein- Columbia University SPIE ITCom Conference on Scalability and Traffic Control in IP Networks II , Boston, MA, July 2002. Presented by Preeti Phadnis. Outline. Introduction Features of Network Overlays

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Physics 214

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CSE 554 Lecture 10: Extrinsic Deformations

CSE 554 Lecture 10: Extrinsic Deformations. Fall 2013. Review. Source. Non-rigid deformation Intrinsic methods: deforming the boundary points An optimization problem Minimize shape distortion Maximize fit Example: Laplacian-based deformation. Target. Before. After.

463 views • 32 slides

CSE 554 Lecture 10: Extrinsic Deformations

CSE 554 Lecture 10: Extrinsic Deformations. Fall 2013. Review. Source. Non-rigid deformation Intrinsic methods: deforming the boundary points An optimization problem Minimize shape distortion Maximize fit Example: Laplacian-based deformation. Target. Before. After.

325 views • 32 slides

PCA + SVD

321 views • 31 slides

Seismic Refraction Analysis of California Wash and Astor Pass

Seismic Refraction Analysis of California Wash and Astor Pass. Stephen Hein Mason Kreidler. Overview. Project Objectives Field methods Analyses Interpretations Discussions. Project Objectives. California Wash

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PAPER 2 WORKSHOP

PAPER 2 WORKSHOP. TARGET: Increase confidence in paper 2 skills and knowledge We will look at: Source skills - activity: How useful Political impact on Scotland Economic impact on Scotland Activity : Source interpretation practice. Skills . Comparison How useful How far

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MSN 510 Notes

MSN 510 Notes. 2. Fundamental Concepts in Image Formation and Processing. Outline. Summary: Huygens-Fresnel Principle The Fourier Transform Diffraction from a single aperture Convolution Coherence of a lightwave: White light vs laser What is a Lens? Fourier Transforming property of a lens

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Logistieke concepten

Logistieke concepten. College 5 ( hoofdstuk 11 en 14 Ronald H. Ballou ). Supply scheduling decisions Purchasing scheduling decisions Network Planning Process. SUPPLY SCHEDULING. Meeting demand: supply just when needed production (MRP) inventory replenishment (JIT). Just in Time (I).

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Animating Animal Motion From Still

Animating Animal Motion From Still. [1]. Presenting:. Shahar Ben Ezra Saar Nakibli. Supervisor:. Hayley Binia Wolman. Computer Graphics Lab Electrical Engineering, Technion , Israel June 2009. [1] Xuemiao Xu , Animating Animal Motion From Still, Siggraph 2008. Project Goal.

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Evaluate the usefulness of questions Higher History Sources

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New method for modeling acoustic waves in plates

New method for modeling acoustic waves in plates. A powerful boundary element method is developed for plate geometry The new method achieves higher numerical accuracy with far fewer number of mesh points than traditional finite difference solutions

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Abstract

Start. ?????????. Give geometry and B. C. Desingularize the singular kernels. Construct the influence matrices. Treatment of degenerate boundary problems. SVD technique. Multi-domain technique. )th zero singular value vs. k. Plot the (. Direct-searching scheme Plot vs. k.

113 views • 1 slides