Space is the Same thing as Energy-The Underlying Structure of the Observed Universe

Energy and Matter is the same thing. Space and Energy is the same thing. Time and change are different. These conclusions give rise to a different view of Atomic and molecular Structure and force. The model universe is a Quantum Universe, Quantum solution for quantum point driven, Time Free, Dimension Free, Thermodynamic Free and therefore entropy free. AuT built this list which is foundational and unique. 1. All dimensions present (at least 5) exist together within the matrix of the universe and in any regional matrix; subgroups of these dimensions are present. • Space has no dimension, precharge exists in a single dimension, prephotons exist in two; neutrons (complete matter) in 3 and blackholes in 4. • The definitions of time and space mean that exchanges of information state (ct state) between space and prephotonsoccur independent of time. Time as we experience arises between the prephoton states and ends with compression to neutrons. 2. All change is quantum change in response to a single variable leading to the universe existing as a series of quantum states or snapshots. Force and time are effects based on this quantum change. 3. Time and change are different. Changes in the single variable lead to time, but time is not required for that underlying change nor does it affect that change. 4. Time is an effect like force and dimension of the quantum change between states some of which occur without time-based reference giving rise to features like wave - particle false duality and the impression of charge among other features. 5. Space is made of the same type of information as all other states (energy, matter, black holes) which are folded from space based on exponential compression/folding. 6. Waves, Photons, Electrons and protons are examples of transitional states (ct3-ct4) between prephotons (ct3) and neutrons (ct4); atoms (after hydrogen) and molecular states through neutron stars are transitional states between neutrons (ct4) and black holes (ct5) along with intervening transitional ct3-ct4 states.

THE RELATIONSHIPS BETWEEN TWO VARIABILITY AND ORNESS OPTIMIZATION PROBLEMS FOR OWA OPERATOR WITH RIM QUANTIFIER EXTENSIONS

The paper considers the analytical solution methods of the maximizing entropy or minimizing variance with fixed orness level problems and the maximizing orness with fixed entropy or variance value problems together. It proves that both of these two kinds of problems have common necessary conditions for their optimal solutions. The optimal solutions have the same forms and can be seen as the same OWA (ordered weighted averaging) weighting vectors from different points of view. The problems of minimizing orness problems with fixed entropy or variance constraints and their analytical solutions are proposed. Then these conclusions are extended to the corresponding RIM (regular increasing monotone) quantifier problems, which can be seen as the continuous case of OWA problems with free dimension. The analytical optimal solutions are obtained with variational methods.