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Morphism

/ˈmɔːfɪzəm/noun
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A morphism is a structure-preserving mapping between two mathematical objects, such as sets, groups, or spaces, that maintains their key relationships and properties. In modern contexts, it's essential in abstract algebra and category theory, serving as a flexible tool for generalizing concepts across diverse mathematical disciplines and even influencing computer science.

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Morphisms from category theory inspired the design of functional programming languages like Haskell, which was first released in 1990 and is now used by companies such as Facebook for high-stakes applications; remarkably, over 80% of Haskell's type system relies on categorical abstractions to prevent errors in complex codebases.

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