The term 'n. seiberg' refers to the work of Nathan Seiberg, particularly in the context of the Seiberg-Witten map which plays a crucial role in noncommutative geometry and its applications in theoretical physics. This concept links gauge theories and noncommutative spaces, providing a way to construct a map between classical gauge theories and their noncommutative counterparts, which has deep implications in areas like string theory and quantum field theory.
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