Space Time Physics and Fractality

Mohamed El Naschie. Frankfurt Institute of Advanced Studies, Frankfurt, Germany, and Department of Physics, University of Alexandria, Alexandria, Egypt. Peter Weibel. Chairman and CEO of the ZKM Center for Art and Media Karlsruhe, Karlsruhe, Germany. Garnet N. Ord. Department of Mathematics, Ryerson University, Toronto, Canada. Otto E. Rössler. Division of Theoretical Chemistry, University of Tübingen, Tübingen, Germany.

Foreword.- Elnashai, A.: Recollections.- Martienssen, W.: Congratulations.- Grigolini, P.: Quantum Mechanics and Non-Ordinary Statistical Mechanics.- Ord, G. N.: Bohr, Bohm and Entwined Paths.- Nottale, L.: On the Transition from the Classical to the Quantum Regime in Fractal Space-Time Theory.- Rossler, O. E.: Needle People and Pancake People: The Gulliver Effect.- Finkelstein, D. R.: Cosmic Computation.- Greiner, W., Solov’yov, A.: Atomic Cluster Physics: New Challenges for Theory and Experiment.- Kröger, H.: Why are Probabilistic Laws Governing Quantum Mechanics and Neurobiology?.- Sidharth, B. G.: Ramifications of Non Commutative Spacetime.- Svozil, K.: Computational Universes.- Diebner, H. H., Grond, F.: Usability of Synchronization for Cognitive Modeling.- Kapitaniak, T.: Riddling Bifurcation and ... Interstellar Journeys.- de Boer, R.: Theoretical Poroelasticity – A New Approach.- El Naschie, M. S.: From Hilbert space to the number of Higgs particles via the quantum two-slit experiment