nLab
Branislav Jurco

Branislav Jurčo is a Czech mathematical physicist (group theory, quantum groups, noncommutative gauge theories, integrable systems, nonabelian cocycles in string theory) and category theorist (gerbes, classifying 2-spaces and topoi, higher gauge theories, twisted K-theory), born in former Czechoslovak Republic.

• website

• some articles listed at INSPIRE

Selected writings

On fiber bundles (principal bundles, vector bundles), topological K-theory applications to D-branes:

• Dale Husemöller, Michael Joachim, Branislav Jurčo, Martin Schottenloher, Basic Bundle Theory and K-Cohomology Invariants, Springer Lecture Notes in Physics 726, 2008, (pdf, doi:10.1007/978-3-540-74956-1)

On quantum optics:

• Jan Peřina, Zdeněk Hradil, Branislav Jurčo, Quantum optics and fundamentals of physics, Kluwer, Dodrecht-Boston 1994

and integrable systems:

• Branislav Jurčo, On quantum integrable models related to nonlinear quantum optics. An algebraic Bethe ansatz approach, J. Math. Phys. 30, 1739 (1989) (doi:10.1063/1.528262)

On the Yang-Baxter equation and integrable systems:

• Branislav Jurčo, Classical Yang-Baxter equations and quantum integrable systems (Gaudin models), pp. 1616-6361 in Springer Lect. Notes in Physics 370 (1990) doi

On classifying toposes

• Igor Baković, Branislav Jurčo, The classifying topos of a topological bicategory, Homology, homotopy and applications 12(1), 279-300 (2010), published files arxiv/0902.1750 cafe

On string field theory:

• Branislav Jurčo, Korbinian Muenster, Type II superstring field theory: geometric approach and operadic description, JHEP 1304:126 (2013) arXiv/1303.2323 doi

On Riemannian geometry on Courant algebroids and relation to supergravity equations of motion:

• Branislav Jurčo, Jan Vysoky, Courant Algebroid Connections and String Effective Actions, Proceedings of Tohoku Forum for Creativity, Special volume: Noncommutative Geometry and Physics IV (arXiv:1612.01540)

On higher structures in M-theory:

• Branislav Jurčo, Christian Saemann, Urs Schreiber, Martin Wolf, Higher Structures in M-Theory, Introduction to Higher Structures in M-Theory, LMS-EPSRC Durham Symposium, August 2018, Fortsch. d. Phys. 2019 (arXiv:1903.02807)

On the classical double copy (KLT relations, relating gravity to Yang-Mills theory) via L-infinity algebras:

• Leron Borsten, Branislav Jurco, Hyungrok Kim, Tommaso Macrelli, Christian Saemann, Martin Wolf, Double Copy from Homotopy Algebras (arXiv:2102.11390)

category: people