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In category theory, a branch of abstract mathematics, a tower is defined as follows. Let be the poset of whole numbers in reverse order, regarded as a category. A (countable) tower of objects in a category is a functor from to . In other words, a tower (of ) is a family of objects in where there exists a map if and the composition is the map

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  • Tower of objects (en)
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  • In category theory, a branch of abstract mathematics, a tower is defined as follows. Let be the poset of whole numbers in reverse order, regarded as a category. A (countable) tower of objects in a category is a functor from to . In other words, a tower (of ) is a family of objects in where there exists a map if and the composition is the map (en)
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  • In category theory, a branch of abstract mathematics, a tower is defined as follows. Let be the poset of whole numbers in reverse order, regarded as a category. A (countable) tower of objects in a category is a functor from to . In other words, a tower (of ) is a family of objects in where there exists a map if and the composition is the map (en)
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