Speaker: Ivan Arraut
Time and Date: 4:00 – 5:30 PM, Apr. 10, Thursday.
Location: Room 1410 at SIMIS
Abstract: In this talk we will explain how the Nambu-Goldstone theorem, famous for explaining several observed effects in materials and high energy systems, emerges naturally from the Quantum Yang Baxter equations (QYBE). The QYBE, famous for their applications in integrable systems, emerge in this scenario as relations describing the pattern of interaction of pairs of Nambu-Goldstone bosons in systems where some symmetries are broken spontaneously. We then explain how this scenario helps to naturally solve the problem of counting and dispersion, associated with the Nambu-Goldstone bosons. Subsequently, we explore other scenarios where the QYBE can play some important role for the solution of some fundamental problems. Finally, I will explore some general aspects of symmetries and spacetime dimensionality, where the proposed QYBE scenario might be relevant.
Zoom Meeting ID: 838 293 7191
Passcode: SIMIS
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