Free actions and Grassmanian variety

03/11/2009
by   Burzin Bhavnagri, et al.
0

An algebraic notion of representational consistency is defined. A theorem relating it to free actions is proved. A metrizability problem of the quotient (a shape space) is discussed. This leads to a new algebraic variety with a metrizability result. A concrete example is given from stereo vision.

READ FULL TEXT

page 1

page 2

page 3

page 4

research
11/18/2016

Minimal Problems for the Calibrated Trifocal Variety

We determine the algebraic degree of minimal problems for the calibrated...
research
09/03/2021

Continuous Tasks and the Chromatic Simplicial Approximation Theorem

The celebrated 1999 Asynchronous Computability Theorem (ACT) of Herlihy ...
research
11/20/2018

Voronoi Cells of Varieties

Every real algebraic variety determines a Voronoi decomposition of its a...
research
09/30/2016

Algebraic and algorithmic aspects of radical parametrizations

In this article algebraic constructions are introduced in order to study...
research
08/14/2019

Studying Algebraic Structures using Prover9 and Mace4

In this chapter we present a case study, drawn from our research work, o...
research
07/11/2012

Algebraic Statistics in Model Selection

We develop the necessary theory in computational algebraic geometry to p...
research
01/12/2023

Equivariant Representations for Non-Free Group Actions

We introduce a method for learning representations that are equivariant ...

Please sign up or login with your details

Forgot password? Click here to reset