PHYSICS: Variable Space and Time

It is possible, but as yet only conjecture, that there is a relativity between space and time if both are considered variable.

  Newtonian physics may be a special case where both space and time are constant ; Einsteinian physics a case where space is variable and time is constant ; and Quantum physics where both space and time are variable. The former two are then contained within the latter.

   A study of natural vortices, such as tornados, hurricanes, galaxies and black holes suggests that they concentrate energy by contracting the space factor. Mass energy with the Space-Time units t³/s³ would therefore increase as s³ decreased, and observation supports that proposition. Using similar logic, if time decreased relative to space, then so would mass energy. This is supported by the mathematics in Section 2 (of a paper by this author titled 'Mass, Gravity and Unity' not yet published) where t = √ mr/F, and also by the algebra of the S-T unit for mass. Then, from the S-T unit for mass energy t³/s³, expansion of space (which is not a new idea) reduces mass energy. The corollary to that is that it also increases the G-field value, which S-T unit is s³/t³. The Dark Matter and Dark Energy hypotheses look less likely to be relevant if the relativity between space and time is variable by space, time or by both. Mathematics explain the anomalies in observed gravity effects without the Dark hypotheses.