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The Cosmic da Vinci Code for the Big Bang – a Mathematical Toy Model

  • M.S. El Naschie,
Published/Copyright: June 1, 2007

Published Online: 2007-06

©2011 by Walter de Gruyter GmbH & Co.

Articles in the same Issue

  1. CONTENTS
  2. Design of Extended Backstepping Sliding Mode Controller for Uncertain Chaotic Systems
  3. Synchronization between Two Different Hyperchaotic Systems
  4. Variational Iteration Method for Construction of Some Compact and Noncompact Structures of Klein-Gordon Equations
  5. Approximate Solutions of Generalized Pantograph Equations by the Differential Transform Method
  6. An Optimal Model for Hysteretic Nonlinear Phenomenon in Piezoelectric Actuator via Evolutionary Programming Algorithm
  7. A Practical Thermodynamic Method to Calculate the Best Glass-forming Composition for Bulk Metallic Glasses
  8. Application of Homotopy Perturbation Method to Squeezing Flow of a Newtonian Fluid
  9. Application of He's Homotopy Perturbation Method to Sumudu Transform
  10. The Cosmic da Vinci Code for the Big Bang – a Mathematical Toy Model
  11. Quantum Probability without a Phase and a Topological Resolution of the Two-slit Experiment
  12. Electrospun Nanoporous Spheres with Chinese Drug
  13. Approximate Solutions of Κ (2,2), KdV and Modified KdV Equations by Variational Iteration Method, Homotopy Perturbation Method and Homotopy Analysis Method
  14. The Fractal Dimension of the Fractal Model of Dropwise Condensation and Its Experimental Study
  15. Numerical Approach to Wind Ripple in Desert
  16. He's Homotopy Perturbation Method for Calculating Adomian Polynomials
  17. On Fixed Point Theorems in Intuitionistic Fuzzy Metrie Spaces
  18. Traveling Wave Solution of Korteweg-de Vries Equation using He's Homotopy Perturbation Method
  19. A Comparative Study of He's Homotopy Perturbation Method for Determining Frequency-amplitude Relation of a Nonlinear Oscillator with Discontinuities
  20. Numerical Simulation of Chua's Circuit Oriented to Circuit Synthesis
  21. A Constitutive Formulation of Arbitrary Fiber-Reinforced Viscoelastic Pieoelectric Compsite Materials-Part One
  22. A Constitutive Formulation of Arbitrary Fiber-Reinforced Viscoelastic Pieoelectric Compsite Materials-Part Two
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