The Künneth Theorem is a fundamental result in algebraic topology that relates the homology and cohomology groups of the product of two topological spaces to those of the individual spaces. This theorem provides a method for computing the homology of the product space by utilizing the homology of its factors, offering insights into how these spaces interact and combine. The Künneth Theorem has profound implications in various areas, including algebraic topology, singular homology, and cohomology theory.
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