Lukas W. Lindwasser

collaborators

5 papers

hep-th2026

Revealing the conformal symmetry of the discrete series scalars in dS $_{2}$

Lukas W. Lindwasser, Lukas William Lindwasser

On two-dimensional manifolds with nonzero constant Ricci curvature, there exists an infinite sequence of scalar fields with nonzero mass parameter that admit a pair of (anti)-holom…

hep-th2026

Causality and the Equivalence Principle for Higher Energy Scattering

Yu-tin Huang, Lukas W. Lindwasser

Recently, it was proposed that the leading high-energy behavior of scattering amplitudes is universal, independent of charge, thereby extending the equivalence principle beyond the…

hep-th2026

Holomorphic structure of massive scalar fields in $(A)dS_{2}$

Calvin Y. -R. Chen, Lukas W. Lindwasser, Massimo Porrati

Scalar field theories in $(A)dS_{2}$ with integer scaling dimensions $I^ = k + 1$ are characterised by the existence of a pair of (anti-)holomorphic higher-spin currents. We ex…

hep-th2025

Constraining all possible Korteweg-de Vries type hierarchies

Lukas W. Lindwasser

The Lie algebra of symmetries generated by the left-moving current $j = \partial_{-} I ¨ $ in the $2 d$ single scalar conformal field theory is infinite dimensional, exhibiting mutually co…

hep-th2025

On the space of $2 d$ integrable models

Lukas W. Lindwasser

We study infinite dimensional Lie algebras, whose infinite dimensional mutually commuting subalgebras correspond with the symmetry algebra of $2 d$ integrable models. These Lie alge…

Revealing the conformal symmetry of the discrete series scalars in dS2​

Causality and the Equivalence Principle for Higher Energy Scattering

Holomorphic structure of massive scalar fields in (A)dS2​

Constraining all possible Korteweg-de Vries type hierarchies

On the space of 2d integrable models

Revealing the conformal symmetry of the discrete series scalars in dS $_{2}$

Holomorphic structure of massive scalar fields in $(A)dS_{2}$

On the space of $2 d$ integrable models