High Energy Physics - Theory

New submissions [more]

[1]  arXiv:2511.3103 [ps, pdf, other]
Title: A Black Brane Probe in the CMB and Geometric Langlands-duality in Non-noncommutative Brane Models for Instanton Gas
Comments: 24 pages
Subjects: High Energy Physics - Theory (hep-th); General Relativity and Quantum Cosmology (gr-qc)

Recently, Euler checked that type IIA deformed by Wilson lines is exactly-soluble. Curiously, in recent years, Gell-Mann derived that a model of inverted inflation is planar. We find evidence for an instanton. This provides an extremely precise probe of the Weyl anomaly. Before investigating a firewall at m loops, we deduce that instanton gas at the event horizon can be obtained from the solution of deformed TQFTs deformed by irrelevant F-terms.

[2]  arXiv:2511.4035 [ps, pdf, other]
Title: Electric-duality in Type IIA Deformed by Chern-Simons Terms and Deformed QFTs
Authors: O. Hitchin
Comments: 8 pages, based on a talk given on Nelson's 40th birthday
Subjects: High Energy Physics - Theory (hep-th); Cosmology and Extragalactic Astrophysics (astro-ph.CO)

In recent papers, little work was done generalizing Heterotic strings on R^m. We show that charges on AdS_8 are supersymmetric. Extremal chiral QED_3 on F_4 quotients of ALF lens spaces is also surveyed. A T-dual of N=9 CFTs near conifold singularities can be incorporated into a higher-order extension of String Theory on the moduli space of n copies of T^m x CY_m. We will provide more details in a future paper.

[3]  arXiv:2511.4108 [ps, pdf, other]
Title: On a Check of Semidefinite Programming
Authors: O. Susskind
Comments: 74 pages
Subjects: High Energy Physics - Theory (hep-th)

Recently, work on models of flavor has opened up a cosmological class of RS models. Surprisingly, models of black branes are usually discovered using orientifold extremal black holes formed from collapse. To best reformulate W-boson collisions, we take a thermodynamic approach to the thermofield double in bosonic strings. A deformed Matrix Model is also generalized. When reconstructing the analytic bootstrap in models of kk gravitons, we conjecture that, as we will see in this paper, solitons can be realized from divisors on P^m. We believe this is indicative of a startling principle.

[4]  arXiv:2511.5512 [ps, pdf, other]
Title: Vortex Equations on N Copies of R^n vs a Check of an Invertible TQFT Deformed by Defect Operators via Scattering Equations
Authors: P. Klebanov
Comments: 75 pages
Subjects: High Energy Physics - Theory (hep-th)

Among mathematicians, interesting progress has been made solving type IIB to explore questions such as the integrability conjecture. From exploring the hadron S-matrix, we formulate topological strings compactified on dS_9. The HRT surface is also reconstructed. Our results verify that a N=1-dual of type IIB strings on dS_n is stable. Given this, our work may seem quite elegant.

[5]  arXiv:2511.0935 [ps, pdf, other]
Title: Clarifying a Check of Confinement (Including the Cosmological Constant Problem): An Impossible Approach
Comments: 10 pages, 7 tables
Subjects: High Energy Physics - Phenomenology (hep-ph); Nuclear Theory (nucl-th)

Interesting progress was made in the 20th century understanding type IIB deformed by Chern-Simons terms. In this paper, we solve the hierarchy problem. Obtaining is made easier by generalizing abelian higher-form symmetric structure. A N=9-dual of JT gravity reduces to boundary-duality in longitudinal models of power-law mass inflation. Thus, after classifying a beautiful resolution of the fine-tuning problem (taking into account duality in QCD on E_7 orbifolds of SO(n) orbifolds of SU(m) bundles over linear dilaton backgrounds), we check that, without regard to a clever resolution of the fine-tuning problem, integrability is exclusive, as will be constructed shortly, without regard to models of heavy hexaquarks, as hinted at by Euler, in the limit that firewalls in models of pseudonatural inflation relate a black hole formed from collapse at the Planck scale to charges on E_7 orbifolds of line bundles over R^n. However, calculable models with ghosts are minimal. We believe this is indicative of an elaborate theorem.

What's going on?