The Expectation Maximization Algorithm
A short tutorial
Sean Borman
July 18 2004
1
Introduction
This tutorial discusses the Expectation Maximization (EM) algorithm of Dempster, Laird and Rubin [1]. The approach taken follows that of an unpublished
note by
Stony Brook University
CSE527 Computer Vision Fall 16
Course Project Specification Version 2 10/02/2016
This document describes the project, requirements and important dates.
1
Important dates
Table 1: Important dates.
2
Deliverable
Due date
Format
Propos
Stony Brook University
CSE527 Introduction to Computer Vision Fall 16
Homework 4, Due: Wed 23 Nov 2016, 11:59PM
Version 3 Last updated 19 Nov 2016
Tracking and dominant motion estimation are central to a vast number of computer vision systems. This
assign
Stony Brook University
CSE527 Introduction to Computer Vision Fall 16
Homework 1, Due: 09/22/2016, 11:59PM
Version 1 Last updated 09/08/2016
In this homework you will work on basic image processing using Matlab. Be sure your Matlab has Image Processing To
Stony Brook University
CSE527 Introduction to Computer Vision Fall 16
Homework 2, Due: Tuesday 11 Oct 2016, 11:59PM
Version 1 Last updated 27 Sep 2016
1
Introduction
This homework is about image classification. The homework contains 4 questions. The last
GPU-ASIFT: A Fast Fully Affine-Invariant Feature
Extraction Algorithm
Valeriu Codreanu , Feng Dong , Baoquan Liu , Jos B.T.M. Roerdink , David Williams , Po Yang and
Burhan Yasar
Scientific
Visualization and Computer Graphics
Rijksuniversiteit Groningen,
Building Rome in a Day
Sameer Agarwal1, Noah Snavely2 Ian Simon1 Steven M. Seitz1 Richard Szeliski3
1
University of Washington 2 Cornell University 3 Microsoft Research
Abstract
We present a system that can match and reconstruct 3D
scenes from extremely l
Using Quaternion to Perform 3D rotations
Quaternions have become a popular tool in 3d game development - and for a good reason. Here are
the basics of a quaternion:
A quaternion represents two things. It has an x, y, and z component, which represents the
Projective Geometry
Projective Geometry
Euclidean versus Projective Geometry
n
Euclidean geometry describes shapes as they are
Properties of objects that are unchanged by rigid
motions
Lengths
Angles
Parallelism
n
Projective geometry describes objects
Stony Brook University
CSE527 Introduction to Computer Vision Fall 16
Homework 3, Due: Friday 4 Nov 2016, 11:59PM
Version 2 Last updated 21 Oct 2016
In this homework, you will experiment with image warping. You will have to show your derivation and
implem