Definition: In mathematics, "in-unflin" is a phrase used to describe a mathematical concept or property that does not depend on any external factors. It refers to a property that is independent of any other mathematical properties or conditions. For example, in linear algebra, the concept of an invertible matrix can be defined as a matrix whose determinant is non-zero (i.e., it has real entries and its determinant is nonzero). This means that no matter how large the matrix is (for instance, if
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