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Exceptional Field Theory and M-Theory on Kovalev TCS G2-Manifolds

By George Shiber Friday, December 25, 2020Tuesday, October 5, 2021 In Grand Unification Physics, M Theory, Mathematical Physics, Mathematics, Physics, Super String Theory, Supersymmetry M-Theory, string theory

11D supergravity on Calabi-Yau orbifolds naturally induces ${{{\mathrm E}}_{{n(n)}}}{{\left( \mathbb{R} \right)}_{{n=6,7,8}}}$ exceptional symmetries in …

M-Branes, the Hitchin Equations, Hořava–Witten Theory, SUSY, and BPS States

By George Shiber Tuesday, August 28, 2018Friday, October 26, 2018 In M Theory, Mathematics, Physics, Supersymmetry Hitchin Equations, M-Branes

Eleven-dimensional supermembrane theory is apriori related to M-theory since string-string …

Chern–Simons Theory, the Orbifold Delta Function, and GUT-Models

By George Shiber Sunday, October 1, 2017Saturday, August 17, 2019 In F Theory, Grand Unification Physics, M Theory, Mathematics, Physics, Super String Theory, Supersymmetry Chern–Simons Theory, GUT

There is a deep way to geometrically engineer Yang-Mills GUT…

SO(2) Duality, Type IIB SuperGravity and the Super-D3-Brane Action

By George Shiber Friday, September 1, 2017Thursday, August 15, 2019 In Dp-Branes, M Theory, Mathematical Physics, Mathematics, Supersymmetry D3-branes, supergravity

In this post, I shall analyze certain relations between holomorphic …

T-Branes, the Chern-Simons Action and the Kähler Pull-Back

By George Shiber Tuesday, July 4, 2017Sunday, August 18, 2019 In Dp-Branes, F Theory, Mathematical Physics, Mathematics, Physics, Super String Theory, Supersymmetry Chern-Simons Action, Kähler Form

T-branes are supersymmetric intersecting brane configurations such that the non-Abelian …

String Field Theory, Gauge Theory and the Landau-Stueckelberg action

By George Shiber Monday, June 5, 2017Friday, October 26, 2018 In Grand Unification Physics, M Theory, Mathematical Physics, Mathematics, Physics, Super String Theory, Supersymmetry, Witten Theory Gauge Field Theory, String Field Theory

Continuing from my last post where I discussed the triangular …