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In this paper, it is shown that the cosmological model that was introduced ina sequence of three earlier papers under the title, A Dust Universe Solution tothe Dark Energy Problem can be used to analyse and solve the CosmologicalCoincidence Problem. The generic coincidence problem that appears in theoriginal Einstein universe model is shown to arise from a misunderstandingabout the magnitude of dark energy density and the epoch time governing theappearance of the integer relation between dark energy and normal energydensity. The solution to the generic case then clearly points to the source ofthe time coincidence integer problem in the Friedman dust universe model. It isthen possible to eliminate this coincidence by removing a degeneracy betweendifferent measurement epoch times. In this paper's first appendix, afundamental time dependent relation between dark mass and dark energy isderived with suggestions how this relation could explain cosmological voids andthe clumping of dark mass to become visible matter. In this paper's secondappendix, it is shown that that dark energy is a conserved with time substancethat is everywhere and for all time permeable to the dark mass and visible massof which the contracting or expanding universe is composed. The last twoappendices involve detailed studies of cosmology, quantum dark energy relatedissues. There are more detailed abstracts given with all four appendices.

Cosmological Coincidence and Dark Mass Problems in Einstein Universe and  Friedman Dust Universe with Einstein's Lambda Quantum Cosmology Dark Energy  Schroedinger Wave Motion