Explore the intricacies of quantum L-infinity algebras in this comprehensive Prague Mathematical Physics Seminar talk. Delve into advanced mathematical concepts as Martin Zika presents a detailed examination of the category of quantum L-infinity algebras. Gain insights into the theoretical foundations and applications of these complex algebraic structures within the realm of mathematical physics. Suitable for researchers, graduate students, and professionals in the fields of mathematics and theoretical physics, this 81-minute lecture offers a deep dive into cutting-edge research in quantum algebra and its categorical aspects.
Overview
Syllabus
Category of Quantum L-infinity Algebras (Martin Zika)
Taught by
Prague Mathematical Physics Seminar
Related Courses
-
Color Kinematics Duality and Homotopy Algebras
-
R-matrices for the Category O of Quantum Loop Algebras
-
Quantum Toroidal Algebras and Spiralling Branes
-
Poisson and Quantum Algebras of SL(n) Monodromies and Groupoid Action
-
Crystal Structure of Localized Quantum Unipotent Coordinate Category
-
On the Fukaya-Morse A-infinity Category
