Description Usage Arguments Note Author(s) Examples

Norm of an onionic vector: the modulus and its square

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`x,z` |
Onionic vector |

`value` |
A real vector |

The norm of onionic vector *O* is the product of *O* with
its conjugate: *|O|=OO^** but a more efficient numerical method is
used (see `dotprod()`

).

The Mod of onionic vector *O* is the square root of its
norm.

The sign of onionic *O* is the onion with the same
direction as *O* but with unit Norm: `sign(O)=O/Mod(O)`

.

Robin K. S. Hankin

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