Classification via Incoherent Subspaces

05/10/2010
by   Karin Schnass, et al.
0

This article presents a new classification framework that can extract individual features per class. The scheme is based on a model of incoherent subspaces, each one associated to one class, and a model on how the elements in a class are represented in this subspace. After the theoretical analysis an alternate projection algorithm to find such a collection is developed. The classification performance and speed of the proposed method is tested on the AR and YaleB databases and compared to that of Fisher's LDA and a recent approach based on on ℓ_1 minimisation. Finally connections of the presented scheme to already existing work are discussed and possible ways of extensions are pointed out.

READ FULL TEXT

page 7

page 15

research
06/22/2019

Fisher and Kernel Fisher Discriminant Analysis: Tutorial

This is a detailed tutorial paper which explains the Fisher discriminant...
research
07/30/2009

Multiple pattern classification by sparse subspace decomposition

A robust classification method is developed on the basis of sparse subsp...
research
04/26/2023

Design and analysis of bent functions using ℳ-subspaces

In this article, we provide the first systematic analysis of bent functi...
research
10/01/2013

Joint Bayesian estimation of close subspaces from noisy measurements

In this letter, we consider two sets of observations defined as subspace...
research
05/30/2019

Quantifying the alignment of graph and features in deep learning

We show that the classification performance of Graph Convolutional Netwo...
research
08/03/2023

Get the Best of Both Worlds: Improving Accuracy and Transferability by Grassmann Class Representation

We generalize the class vectors found in neural networks to linear subsp...
research
12/01/2022

Data Integration Via Analysis of Subspaces (DIVAS)

Modern data collection in many data paradigms, including bioinformatics,...

Please sign up or login with your details

Forgot password? Click here to reset