Necessary and Sufficient Polynomial Constraints on Compatible Triplets of Essential Matrices

Volume: 128, Issue: 12, Pages: 2781 - 2793
Published: Apr 18, 2020
Abstract
The essential matrix incorporates relative rotation and translation parameters of two calibrated cameras. The well-known algebraic characterization of essential matrices, i.e. necessary and sufficient conditions under which an arbitrary matrix (of rank two) becomes essential, consists of a single matrix equation of degree three. Based on this equation, a number of efficient algorithmic solutions to different relative pose estimation problems...
Paper Details
Title
Necessary and Sufficient Polynomial Constraints on Compatible Triplets of Essential Matrices
Published Date
Apr 18, 2020
Volume
128
Issue
12
Pages
2781 - 2793
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