Search engine for discovering works of Art, research articles, and books related to Art and Culture
ShareThis
Javascript must be enabled to continue!

Object Recognition through Invariant Indexing

View through CrossRef
Abstract Computer (robot) vision is a very challenging area of research. The problem of object recognition is central to computer vision in many applications such as the automatic sorting , selection, orientation, and inspection of manufactured items. It is also very important in navigation problems in mobile robots. In invarient indexing one computes measures from a scene that index into a base with a minimal search, so producing hypotheses of the identities of objects present in the scene. This book investigates how these measures are incorporated into a recognition system and also develops a range of projective indexes that can be used. The benefit of using projective measures is that they are unchanged by the imaging process.
Oxford University PressOxford
Title: Object Recognition through Invariant Indexing
Description:
Abstract Computer (robot) vision is a very challenging area of research.
The problem of object recognition is central to computer vision in many applications such as the automatic sorting , selection, orientation, and inspection of manufactured items.
It is also very important in navigation problems in mobile robots.
In invarient indexing one computes measures from a scene that index into a base with a minimal search, so producing hypotheses of the identities of objects present in the scene.
This book investigates how these measures are incorporated into a recognition system and also develops a range of projective indexes that can be used.
The benefit of using projective measures is that they are unchanged by the imaging process.

Related Results

The Calder´on-Zygmund Theory I: Ellipticity
The Calder´on-Zygmund Theory I: Ellipticity
This chapter discusses a case for single-parameter singular integral operators, where ρ‎ is the usual distance on ℝn. There, we obtain the most classical theory of singular integra...
On Silhouettes, Surfaces, and Sorensen
On Silhouettes, Surfaces, and Sorensen
Sorensen (2008) argued that when we see a silhouetted object, the part of the object that we see is its back surface. I argue against this claim and in favour of the thesis that th...
OBJECT ORIENTED PROGRAMMING
OBJECT ORIENTED PROGRAMMING
This book gives you access to the world of object-oriented programming. Beginning with an overview of the Java programming language, you will delve deeply into the fundamental conc...
The Hamilton-Jacobi Equation and Weak KAM Theory
The Hamilton-Jacobi Equation and Weak KAM Theory
This chapter describes another interesting approach to the study of invariant sets provided by the so-called weak KAM theory, developed by Albert Fathi. This approach can be consid...
From KAM Theory to Aubry-Mather Theory
From KAM Theory to Aubry-Mather Theory
This chapter discusses an illustrative example, namely the properties of invariant probability measures and orbits on KAM tori (or more generally, on invariant Lagrangian graphs). ...
Best Matching: Technical Details
Best Matching: Technical Details
The best matching procedure described in Chapter 4 is equivalent to the introduction of a principal fibre bundle in configuration space. Essentially one introduces a one-dimensiona...
23. Law Relating to Industrial Relations
23. Law Relating to Industrial Relations
This chapter begins with a discussion of trade union recognition, covering voluntary recognition, statutory recognition, and employers’ training policies. It then turns to collecti...
The Poetics of Psychoanalysis
The Poetics of Psychoanalysis
Abstract The Poetics of Psychoanalysis: In the Wake of Klein explores the literary aspects of the twentieth-century psychoanalytic tradition that has come to be know...

Back to Top