This paper proposes an algorithm to recognize rotated, scaled or overlapping polyhedral objects using only one orthographic projection. The procedure is not based on the numerical solution of nonlinear equations and does not require any a priori knowledge. It is an algebraic method for testing whether a cluster of edges and vertices, in a line drawing, correspond to an orthographic view or a given 3D model. It has the advantage of being based on simple algebraic equations, which are easy to solve and do not require time-consuming numerical procedures.

An algebraic method for detection and recognition of polyhedral objects from a single image

Vaccarelli A
1994

Abstract

This paper proposes an algorithm to recognize rotated, scaled or overlapping polyhedral objects using only one orthographic projection. The procedure is not based on the numerical solution of nonlinear equations and does not require any a priori knowledge. It is an algebraic method for testing whether a cluster of edges and vertices, in a line drawing, correspond to an orthographic view or a given 3D model. It has the advantage of being based on simple algebraic equations, which are easy to solve and do not require time-consuming numerical procedures.
1994
Istituto di Scienza e Tecnologie dell'Informazione "Alessandro Faedo" - ISTI
Algebra
Recognition
Polyhedral objects
Single 2d view
Gray level image
Graphsubisomorphism
Algebraic algorithms
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Descrizione: An algebraic method for detection and recognition of polyhedral objects from a single image
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/20.500.14243/7509
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