How the String Theory Worldsheet ‘Knows’ All About Spacetime Physics By George Shiber Posted on Sunday, June 26, 2016Friday, October 26, 2018 In Cosmology, Grand Unification Physics, M Theory, Mathematical Physics, Mathematics, Philosophy Of Physics, Physics, Super String Theory, Supersymmetry Dp-Branes, String/M-Theory This is how the worldsheet quantum theory knows all about … Continue reading...
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...
The AdS/CFT Duality, Time, and Spacelike Branes By George Shiber Posted on Tuesday, June 7, 2016Saturday, August 17, 2019 In Cosmology, Grand Unification Physics, M Theory, Mathematical Physics, Mathematics, Philosophy Of Physics, Physics, Super String Theory, Time, Witten Theory AdS/CFT Duality, Brane-World cosmology I will discuss one of the deepest aspects of string/M-theory, … Continue reading...
The Witten Index and Integral Measure Analysis By George Shiber Posted on Wednesday, June 1, 2016Friday, October 26, 2018 In Grand Unification Physics, M Theory, Mathematical Physics, Mathematics, Physics, Super String Theory, Supersymmetry, Witten Theory lattice theory, path integrals In my last post, I studied some aspects of … Continue reading...
Frobenius Structures, the Total Descendent Potential and Gromov – Witten Theory By George Shiber Posted on Saturday, May 14, 2016Saturday, August 17, 2019 In Cosmology, Grand Unification Physics, M Theory, Mathematical Physics, Mathematics, Philosophy Of Physics, Philosophy Of Science, Physics, Super String Theory Frobenius Structures, Gromov–Witten Theory In this post, continuing from part one on Gromov-Witten invariants… Continue reading...
Gromov – Witten Invariants, The W/K – Tau – function and Hodge Integrals By George Shiber Posted on Thursday, May 5, 2016Saturday, August 17, 2019 In Cosmology, Grand Unification Physics, M Theory, Mathematical Physics, Mathematics, Philosophy Of Physics, Physics, Super String Theory Gromov–Witten invariants, Hodge Integrals In this post, part one, I will discuss the importance … 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")