A Manin matrix, named after the mathematician Yuri I. Manin, is a specific type of matrix that arises in various mathematical contexts, particularly in relation to the study of linear systems, algebraic geometry, and representation theory. In a more precise mathematical context, a Manin matrix is often discussed in the framework of certain algebraic structures (such as algebraic groups or varieties) where it can exhibit particular properties related to linearity, symmetries, or transformations.
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