Serdecznie zapraszamy wszystkich zainteresowanych.
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A Structural Rule Behind Octonionic Geometry and Hopf-Type Constructions
prof. dr hab. Jean-Pierre Gazeau
2026-05-20 godz. 13:15 - 14:15
We present a unified perspective on two seemingly distinct constructions arising in non-associative algebra and geometric representation theory, both governed by a simple structural rule that we denote by
\[
\mathrm{RLLR} \;/\; \mathrm{LRRL}.
\]
This rule emerges naturally in the manipulation of Cayley--Dickson algebras and, independently, in the organization of higher Hopf-type fibrations and their octonionic extensions.
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Quantum isometry groups of log-Laplacians on Cuntz-Krieger algebras
prof. dr hab. Adam Skalski, IM PAN, Warszawa
2026-05-20 godz. 13:15 - 14:15
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