Changes

=====1.1.3.2.  Base Space and Free Space=====

=====1.1.3.2.  Base Space and Free Space=====

The base space is intended to capture the fundamental dynamic properties of a system, those aspects to which the other dynamic properties may be related as derivative quantities, free parameters, or secondary perturbances.  The remainder consists of tangential features.  For simple physical systems this second component contains derivative properties, like velocity and momentum, that are represented as elements of pointwise tangent spaces.  In an empirical sense these features do not properly belong to a single point but are attributed to a point on account of measurements made over several points.  Of course, from the dual perspective it is momentum that is real and position that is illusion, but that does not affect the point in question, which concerns the uncertainty of their discernment, not the fact of their complementarity.

The base space is intended to capture the fundamental dynamic properties of a  

system, those aspects to which the other dynamic properties may be related as  

derivative quantities, free parameters, or secondary perturbances.  The  

remainder consists of tangential features.  For simple physical systems this  

second component contains derivative properties, like velocity and momentum,  

that are represented as elements of pointwise tangent spaces.  In an empirical  

sense these features do not properly belong to a single point but are attributed  

to a point on account of measurements made over several points.  Of course, from  

the dual perspective it is momentum that is real and position that is illusion,  

but that does not affect the point in question, which concerns the uncertainty  

of their discernment, not the fact of their complementarity.

=====1.1.3.3.  Unabridgements=====

=====1.1.3.3.  Unabridgements=====