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This course covers the Zappa–Szép product of a Fell bundle by a groupoid, focusing on the theoretical framework and applications in operator algebras. The learning outcomes include understanding the construction of the Zappa–Szép product and its significance in the context of groupoids and operator algebras. Participants will develop skills in analyzing and applying this product in mathematical research. The teaching method involves theoretical lectures and discussions led by the instructor. This course is intended for individuals interested in operator algebras, groupoids, and advanced mathematical structures.