J'an Pulmann

collaborators

3 papers

math-ph2026

Field theory of $su (n)$ : the absence of non-zero scatterings

Eugenia Boffo, JÃ¡n Pulmann, Ä½uboÅ¡ Ravas

We inspect $su (n)$ forms, providing greater detail for $n = 2, 3$ , as a toy model for a field theory in finite dimensions and with gauge symmetries. Relying on homological…

math.QA2026

Deformation Quantization via Categorical Factorization Homology

Eilind Karlsson, Corina Keller, Lukas MÃ¼ller +1

This paper develops an approach to categorical deformation quantization via factorization homology. We show that a quantization of the local coefficients for factorization homology…

math.QA2026

Batalin-Vilkovisky structures on moduli spaces of flat connections

Anton Alekseev, Florian Naef, JÃ¡n Pulmann +1

Let $I^£$ be a compact oriented 2-manifold (possibly with boundary), and let $G_{I^} £$ be the linear span of free homotopy classes of closed oriented curves on $I^£$ equipped w…

Field theory of su(n): the absence of non-zero scatterings

Deformation Quantization via Categorical Factorization Homology

Batalin-Vilkovisky structures on moduli spaces of flat connections

Field theory of $su (n)$ : the absence of non-zero scatterings