Added the ring quotient of the image of an arbitrary function.#1238
Merged
mortberg merged 2 commits intoagda:masterfrom Aug 4, 2025
Merged
Added the ring quotient of the image of an arbitrary function.#1238mortberg merged 2 commits intoagda:masterfrom
mortberg merged 2 commits intoagda:masterfrom
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mortberg
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Aug 1, 2025
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For$R$ a commutative ring, I have added the ideal generated by a function $f$ , and the corresponding quotient ring $R/f$ . I've also added a proof that if $g:R\to S$ sends the image of $f$ to $0$ , this induces a unique map $R/f\to S$ .