Can a Dirac-Schrödinger ‘Quantum Space Analysis’ Solve the Problem of Time Scale-Invariantly?! By George Shiber Posted on Thursday, June 23, 2016Friday, October 26, 2018 In Cosmology, Grand Unification Physics, M Theory, Mathematical Physics, Mathematics, Philosophy, Philosophy Of Physics, Philosophy Of Science, Physics, Time Dirac, Hilbert Space We saw how the omega-simplified Wheeler-DeWitt equation: with … Continue reading...
S-Duality, Entropy and the Problem of Time in Quantum Physics By George Shiber Posted on Friday, June 17, 2016Saturday, August 17, 2019 In Cosmology, Mathematical Physics, Mathematics, Philosophy, Philosophy Of Physics, Philosophy Of Science, Physics, Time Quantum Cosmology, Quantum Physics As I showed, the problem of time is serious … Continue reading...
On the Problem of Time in Quantum Physics By George Shiber Posted on Monday, June 13, 2016Friday, October 26, 2018 In Cosmology, Grand Unification Physics, Mathematical Physics, Mathematics, Philosophy, Philosophy Of Physics, Philosophy Of Science, Physics, Time Dirac, Mandelstam-Tamm The problem of ‘time’ (PoT) in physics is as varied … Continue reading...
![\[\left( {{\hbar ^2}\left( {\frac{1}{{24}}\frac{{{{\not \partial }^2}}}{{\not \partial {\Omega ^2}}} - \frac{1}{2}\frac{{{{\not \partial }^2}}}{{\not \partial {\phi ^2}}}} \right) - 6\kappa {e^{4\Omega }} + {e^{6\Omega }}V(\phi )} \right)\psi \left( {\Omega ,\phi } \right) = 0\]](https://www.georgeshiber.com/wp-content/ql-cache/quicklatex.com-d6bc952b9c3d6f903858468af80aafdf_l3.png "Rendered by QuickLaTeX.com")