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From the 1 of 7 linked papers with an AI index.

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7 papers

math.AP2026

Harmonic, radial, and shell stability of the weighted Einstein constraints on the sphere at infinity

Bruno Le Floch, Philippe G. LeFloch

We consider fourth-order and second-order partial differential operators localized on domains of the sphere in arbitrary dimension. These operators arise as weighted compositions o…

hep-th2026

Convergence of Nekrasov instanton sum for unitary quivers

Bruno Le Floch

The convergence radius of Nekrasov partition functions (as a function of instanton counting parameters) is shown to be positive for 4d quiver gauge theories with un…

gr-qc2026

Stability and instability of torus-symmetric Einstein spacetimes with square-integrable connection

Bruno Le Floch, Philippe G. LeFloch

We study the global evolution problem for the Einstein equations under T2 symmetry on T3, allowing vacuum, scalar-field, and compressible-fluid matter models, governed by a general…

gr-qc2026

Scattering laws for interfaces in self-gravitating matter flows

Bruno Le Floch, Philippe G. LeFloch

We consider the evolution of self-gravitating matter fields that may undergo phase transitions, and we connect ideas from phase transition dynamics with concepts from bouncing cosm…

hep-th2026

BPS Dendroscopy on Local

Bruno Le Floch, Boris Pioline, Rishi Raj

BPS states in type II string compactified on a Calabi-Yau threefold can typically be decomposed as moduli-dependent bound states of absolutely stable constituents, with a hierarchi…

math.RA2026

Implication semilattice of 990 quasigroup equational laws

Bruno Le Floch

In his quest to disprove a claim by Peirce that all lattices are distributive, Ernst Schröder considered 135 years ago a list of 990 equational laws on quasigroups, analogous to a…