3 papers
hep-th2025
Symplectic Singularities, Color Confinement, and the Quantum Dirac Sheaf
Sergio Cecotti
A singularity , with a split symplectic reflection group, may or may not be crepant. Then the total space of the Donagi-Witten integrable syste…
hep-th2024
A Property of Geodesics in Special Kähler Geometry
Sergio Cecotti
We study the stable geodesics of the QFT special Kähler geometry ( Seiberg-Witten geometry of 4d QFT) using the Myers argument. Complete stable geodesics a…
hep-th2024
The Weil Correspondence and Universal Special Geometry
Sergio Cecotti
The Weil correspondence states that the datum of a Seiberg-Witten differential is equivalent to an algebraic group extension of the integrable system associated to the Seiberg-Witt…