In TQS (theoretical quantum space-time), one fundamental assumption is that a local infinitesimal motion (LIM) exists. This is the localized oscillation of a space-time point in term of its zero-point angular frequency ω°. If ω°=0 then the minimum number of degrees of freedom (dof) is six. If ω°>0 then the minimum is eight. Macroscopically, the dof is unbounded and space-time approaches a continuum.
When dof=8 space-time is both mass and time independence. When dof=6 space-time is only time independence. When dof is greater than 8 then space-time is both time and mass dependence.
Using H+ and H-, the dofs are directed lines segments pointing outward or pointing inward. Ideally, all dofs point inward for H- and point outward for H+ as shown by the image below:
If entropy is related to ω° then since ω°≥ 0 implies that entropy can never be less than zero.


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it means that the energy of a space-time quanta when a particle goes through it is
times the distance interval. Is this equation (as it icludes the square of energy) in harmony with your equations? 
