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Pauli Gate XYZ Navigation Page 3
Pauli Gates are quantum gates that act like everyday navigation rotations around X, Y and Z axes.
Rotation gates applied to whole worlds are non-distruptive as the relative orientations of directional truth values remain unchanged.
Pauli Gates are quantum gates that act like everyday navigation rotations around X, Y and Z axes.
So far we are looking for gates that can be equivalent to operations on the observer's camera-eye. XYZ rotations of the whole world for example can be imagined as orbital camera turns and thus allows but changing particular bit values compared to the Godview of the chessboard oriantation will not be allowed unless it can be argued to be a lens or viewing effect that is part of the observer system rather than an actual individual change in a orientation of a glued in ball.
Identity gates do nothing. Whether they are applied to individual bits, pairs. groups or the entire dataset, no changes are made to the core data that is assumed to be glued to an original reference perspecive such as our chess board reference frame.
Navigation Gates
Moving the whole world in ways to preserve relative angles of of truth directions are allowed as long as the same effect can be achieved by shifting properties of the observer eye/camers.
Local Changes
One of the core assumptions is raw "core" data is unchangable once the orientation of the balls or directional truth values are et. Put simply once we attach a directional truth ball to our world it is glued in place and can not be rearranged .
Swap Gates belong to a class of gates that risk breaking the rule that our core data remails static.
Reversible "Peeking"
Gates that cause local reversible changes, may be allowed if applied to copies of data in the core or reverse actions applied before applying further gates.This may be thought of as "Peeking"
Multi-Qubit Gates
CNOT (controlled not) gate is an example of a General Control gate.
