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We give a q-deformation of the classical Markov equation, which specializes to many other generalized Markov equations. By studying the solutions, we prove a factorization property that allows us to define new q-deformed Markov numbers, with a geometric interpretation of this deformation via generalized cluster algebras on surfaces. This is based on joint work with P. Jouteur, E. Kantarcı Oğuz, M. Molander, and E. Yıldırım.
Johannes Kellendonk, Alexander Thomas