Full quark-gluon vertex dynamics in the gap equation yields real poles with opposite-sign residues and a 350 MeV constituent mass, unlike prior approximations that produce complex poles.
Non-minimalRTcoupling and its impact on inflationary evolution inf(R, T)gravity
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Dynamical data in E=2 mixed correlators of half-maximally supersymmetric CFTs is encoded in reduced correlator functions admitting block expansions with shifted kinematics.
Exact classical solutions for dual-interaction LMG model yield a dynamical phase diagram with non-logarithmic criticality absent in single-interaction cases.
Perturbiner multi-particle solutions of classical field equations generate Berends–Giele currents and tree-level amplitudes across scalars, gauge theory, gravity, NLSM, AdS, and one-loop integrands, including several unpublished recursions.
Using the Algebra of Physical Space and Scattering Algebra, the authors establish equivalences for spin-1/2 fields with the CSM, propose maps for Wigner-covariance, analyze Lagrangians geometrically, and derive the first APS-based scattering amplitude which produces an anti-Hermitian term.
Thermodynamic analysis of the Dymnikova-Letelier regular black hole reveals string-fluid-dependent phase transitions, while sixth-order WKB shows stable scalar quasinormal modes with shifted frequencies and damping rates.
Three standard inflationary potentials remain compatible with Planck, BICEP/Keck, DESI DR2, and ACT DR6 data when placed in minimally coupled f(R,T)=R+16πGλT gravity for suitable ranges of the model parameters and coupling λ.
Review of universal scaling laws, nonthermal fixed points, and direct/inverse cascades observed in the relaxation of turbulent three-dimensional Bose-Einstein condensates.
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Real poles with opposite-sign residues in the non-perturbative quark propagator
Full quark-gluon vertex dynamics in the gap equation yields real poles with opposite-sign residues and a 350 MeV constituent mass, unlike prior approximations that produce complex poles.
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Reduced superblocks at next-to-next-to-extremality for all half-maximally supersymmetric CFTs
Dynamical data in E=2 mixed correlators of half-maximally supersymmetric CFTs is encoded in reduced correlator functions admitting block expansions with shifted kinematics.
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Exact solutions and Dynamical phase transitions in the Lipkin-Meshkov-Glick model with Dual nonlinear interactions
Exact classical solutions for dual-interaction LMG model yield a dynamical phase diagram with non-logarithmic criticality absent in single-interaction cases.
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Perturbiner methods in scattering amplitude
Perturbiner multi-particle solutions of classical field equations generate Berends–Giele currents and tree-level amplitudes across scalars, gauge theory, gravity, NLSM, AdS, and one-loop integrands, including several unpublished recursions.
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The Scattering Algebra of Physical Space: Wigner-Covariance and Fields
Using the Algebra of Physical Space and Scattering Algebra, the authors establish equivalences for spin-1/2 fields with the CSM, propose maps for Wigner-covariance, analyze Lagrangians geometrically, and derive the first APS-based scattering amplitude which produces an anti-Hermitian term.
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Thermodynamics and quasinormal modes of the regular Dymnikova-Letelier black hole
Thermodynamic analysis of the Dymnikova-Letelier regular black hole reveals string-fluid-dependent phase transitions, while sixth-order WKB shows stable scalar quasinormal modes with shifted frequencies and damping rates.
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Inflationary models in a minimally coupled $f(R,T)$ gravity: Constraints from $Planck$, BICEP/$Keck$, and ACT
Three standard inflationary potentials remain compatible with Planck, BICEP/Keck, DESI DR2, and ACT DR6 data when placed in minimally coupled f(R,T)=R+16πGλT gravity for suitable ranges of the model parameters and coupling λ.
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Universal scaling and relaxation in decaying turbulence of Bose gases
Review of universal scaling laws, nonthermal fixed points, and direct/inverse cascades observed in the relaxation of turbulent three-dimensional Bose-Einstein condensates.