Classical and Quantum Conway Game of Life - Methodologies and Applications

Classical and Quantum Conway Game of Life - Methodologies and Applications

HyperComplex Seminar via YouTube Direct link

Mapping the Stochastic Game of Life to Quantum Mechanics methodology as an example of functional data analysis

12 of 20

12 of 20

Mapping the Stochastic Game of Life to Quantum Mechanics methodology as an example of functional data analysis

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Classical and Quantum Conway Game of Life - Methodologies and Applications

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  1. 1 Methodologies in description Classical and Quantum Conway Game of Life
  2. 2 Structures in the Classical Conway Game of Life (generated in the created simulator)
  3. 3 Rules of the Stochastic Conway Game of Life
  4. 4 Life expectancy of the population depending on the level of probability
  5. 5 Generalization of the Stochastic Conway Game of Life to the case of N species of cellular automata
  6. 6 Four competing cellular automata
  7. 7 Description of the dynamics of the Stochastic Gam of Life by using statistical physics methodology
  8. 8 Diffusion dynamics for a two-barrier system with two small holes in each barrier
  9. 9 Evolution of the probability distribution over time in a system with two sinusoidally moving barriers
  10. 10 The Complex Stochastic Game of Life as the prototype of the Quantum Game of Life (one-dimensional case)
  11. 11 Evolution of the probability distribution over time in the one-dimensional Complex Game of life
  12. 12 Mapping the Stochastic Game of Life to Quantum Mechanics methodology as an example of functional data analysis
  13. 13 Mapping the Stochastic Game of Life using quantum mechanics methodology (step 2)
  14. 14 Determination of the effective complex potential from the Schrödinger equation derived from the probability density occurring in a classical stochastic process (e.g. Stochastic Game of Life)
  15. 15 Determination of the effective complex potential of the Complex Game of Life using the Schrödinger equation
  16. 16 Tight-binding model in single-electron device
  17. 17 Parametrization of tight-binding Hamiltonian
  18. 18 Anomalous features of tight-binding model reproducing the behavior of Conway Game of Life
  19. 19 Summary of the obtained analytical and numerical results
  20. 20 Literature

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