My idea is very simple: we know that 'tensors' are a class of multilinear maps or object that "maps" in a (multi-)linear manner geometric vectors, scalars.
a multilinear map is a function of several variables that is linear separately in each variable. More precisely, a multilinear map is a function [....]
I want to do same thing but without choosing the same (multi-)linear manner because I want object
a) with same 'rank' or 'level' of tensors
b) but objects that maps in a different (multi-)linear manner the same geometric vectors, scalars because I want c)
c) same absolute values, same properties, same objects but that returns different side effects but objects that, mathematically, have the same properties
In practice it is as if I did the same things, but acting like from an imaginary 'mirrored inverted' space, in this way I obtain the opposite effects but preserving all the mathematical properties and therefore, seen from the outside, it seems that nothing changes, in truth, changes or reverses the experience of such objects in the moment in which the experience takes place, it is not to be considered as an event in the sense of "first" because mathematically speaking, we do not have any previous information that can generate a logical state of the system.