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In many constructions in category theory, a universal morphism from a functor to a fixed object can be characterized as the terminal object of the corresponding comma category.
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In many constructions in category theory, a universal morphism from a functor to a fixed object can be characterized as the terminal object of the corresponding comma category.
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Related words
universal morphism
Noun
Japanese Meaning
圏論において、ある関手と固定対象に対して、関手から固定対象へのコマ圏の終対象（ターミナルオブジェクト）または、対になって固定対象から関手へのコマ圏の始対象（初期オブジェクト）として定義される普遍的な射を指す。
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