Fuzzy normed linear spaces extend conventional normed spaces by integrating a degree of imprecision through fuzzy set theory, thereby quantifying uncertainty in the measurement of vector magnitude. In ...

N. E. Gretsky and J. J. Uhl, Jr. Representations of bounded linear operators on Banach function spaces of vector-valued functions to Banach spaces are given in terms of operator-valued measures. Then ...

We define compactifications of vector spaces which are functorial with respect to certain linear maps. These “many-body” compactifications are manifolds with corners, and the linear maps lift to ...

Vectors: Represent quantities with both magnitude and direction, often visualized as arrows. Matrices: Rectangular arrays of numbers used to represent linear transformations and systems of equations.