'Orthogonal basis functions' presentation slideshows

STOCHASTIC AND DETERMINISTIC TECHNIQUES FOR COMPUTATIONAL DESIGN OF DEFORMATION PROCESSES

STOCHASTIC AND DETERMINISTIC TECHNIQUES FOR COMPUTATIONAL DESIGN OF DEFORMATION PROCESSES. Swagato Acharjee. B-Exam Date: April 13, 2006 Sibley School of Mechanical and Aerospace Engineering Cornell University . ACKNOWLEDGEMENTS. SPECIAL COMMITTEE: Prof. Nicholas Zabaras

1.24k views • 71 slides

695 views • 58 slides

Shapelets Correlated with Surface Normals Produce Surfaces

Shapelets Correlated with Surface Normals Produce Surfaces. Peter Kovesi School of Computer Science & Software Engineering The University of Western Australia. Shape from Shading and Shape from Texture attempt to Calculate the surface normal direction at each point in the image, and then

493 views • 49 slides

Shapelets Correlated with Surface Normals Produce Surfaces

Shapelets Correlated with Surface Normals Produce Surfaces. Peter Kovesi School of Computer Science & Software Engineering The University of Western Australia. Shape from Shading and Shape from Texture attempt to Calculate the surface normal direction at each point in the image, and then

500 views • 49 slides

Lecture 2 Signals and Systems (I)

Lecture 2 Signals and Systems (I). Principles of Communications Fall 2008 NCTU EE Tzu-Hsien Sang. 1. Outlines. Signal Models & Classifications Signal Space & Orthogonal Basis Fourier Series &Transform Power Spectral Density & Correlation Signals & Linear Systems Sampling Theory

628 views • 24 slides

Binary Shape Clustering via Zernike Moments

Binary Shape Clustering via Zernike Moments. By: Stephen Yoo Michael Vorobyov. Moments. In general, moments describe numeric quantities at some distance from a reference point or axis. . Regular (Cartesian) Moments.

494 views • 21 slides

Satellite geophysics. Basic concepts. I1.1a

Satellite geophysics. Basic concepts. I1.1a. Z. Meridian plane. h. r. = geocentric latitude ? = geodetic latitude r = radial distance, h = ellipsoidal height a = semi-major axis, b = semi-minor axis z = axis of rotation, 1900. flattening = (a-b)/a. b. ?. X-Y. a.

350 views • 20 slides

Continuous-time Fourier Series

Continuous-time Fourier Series. Prof. Siripong Potisuk. Orthogonal Expansion of CT Signals. A linear combination of weighted orthogonal basis functions. Orthogonal Basis Functions. Periodic Complex Exponentials. Continuous-time Fourier Series.

388 views • 17 slides

Wideband Communications

Wideband Communications . Lecture 14-17: CDMA Aliazam Abbasfar. Outline. Multi-access channel. Messages share a common channel A user = A message source/destination Multi-point to point communications (Uplink/Reverse channel)

310 views • 16 slides