Given an orthogonal isomorphism as a linear transformation the algorithm is proved to calculate a corresponding versor also in case of an indefinite regular metric and with no exeptions.

A norm condition for equality is discussed.

Similarities are central for image processing and therefore by suggestion of A. Arsenovic included together with a versor-like extension for these.

Some probability considerstions for the definite main case are included.

The mathematical background may be found in Direct Construction of Geometric Algebra Structures.

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