Modern Mathematical Models of Time and Their Applications to Physics and Cosmology

Part I The redshift: the pair of X-ray sources across NGC 4258, its relation to intrinsic redshifts, ejection and quantization, H. Arp; a fresh look at discordant redshift galaxies in compact groups, J.W. Sulentic, J.B. Smith; evidence for quantized and variable redshifts in the cosmic background rest frame, W.G. Tifft. Part 2 Testing for quantized redshifts: the project, W.M. Napier, B.N.G. Guthrie; the distribution of galaxy pair redshifts, T.E. Nordgren. Part 3 Critical Properties of the Universe: density fluctuations on super-Hubble scales, Li-Zhi Fang, Yi-Peng Jing; the challenge of large-scale structure, S.A. Gregory; electric space - evolution of the plasma universe, A.L. Peratt; should cosmologists care?, J.G. Laros. Part 4 Statistical methods - testing for quantized redshifts: the local supercluster, W.M. Napier, B.N.G. Guthrie; power spectrum analysis and redshift data, W.I. Newman, Y. Terzian; statistical analysis of the occurrence of periodicities in galaxy redshift data, W. Cocke, et al. zooming in on the redshift problem, P.A. Sturrock. Part 5 New approaches to cosmology: two universes, G. Burbidge; anomalous redshifts and the variable mass hypothesis, J.V. Narlikar; three-dimensional quantized time in cosmology, W.G. Tifft. Part 6 Gravitation and time in general relativity: the stress-energy tensor and the deflection of light in 6-dimensional general relativity, W.J. Cocke; Einstein's greatest mistake?, P.C.W. Davies; time, space and complex geometry, R. Penrose; discrete special scales in a fractal universe, D.F. Roscoe; possible new properties of gravity, T. Van Flandern; on the cosmic limits of physical laws, L. Halpern; changes in concepts of time from Aristotle to Einstein, M. Sachs; on the transmutation and annihilation of pencil-generated spacetime dimensions, M. Saniga. Part 7 Nuclear and particle physics: particles, space and time, V. Icke; time anisotropy and quantum measurement - clues for transcending the geometrical picture of time, A.C. Elitzur; 3-D period doubling and magnetic moments of particles, A. Lehto; relics of the primordial origins of space and time in the low energy world, C. Wolf; unexplained empirical relations among certain scatterings, L.W. Morrow; spherical rotation, particles and cosmology, M. Kokus; Part 8 Mathematical models and methods: a non-linear model for time, C.L. DeVito; defining spacetime, W.M. Stuckey; some elementary geometric aspects of extending the dimension of the space of instants, A.P. Pitucco; Fisher information as a measure of time, B.R. Frieden; list of forthcoming papers.