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In mathematical literature, specifically in the context of combinatorics, linear algebra, and the publications of A. Betten and D. Betten, the terms "linear spaces" and "vector spaces" refer to different, sometimes overlapping, concepts depending on whether the context is algebraic or combinatorial. [1, 2, 3] Here is a breakdown of the differences based on the provided search results: 1. Linear Spaces in Betten's Papers (Combinatorics) In the work of Anton Betten and Dieter Betten, a "linear space" is a concept from combinatorial design theory. Based on the information provided, the concepts of "linear spaces" (in the context of Anton and Dieter Betten's work) and "vector spaces" (in linear algebra) have significant, albeit distinct, applications in business, technology, and data analysis. Here is how these mathematical concepts can be applied in a business context: 1. Applications of "Linear Spaces" (Combinator...