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user26857
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transcendence degree of subring of polynomial ring
Maybe it's worthy to mention that any subring of $k[x_1,\dots,x_r]$ which contains $k$ has the Krull dimension at most $r$.
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transcendence degree of subring of polynomial ring
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transcendence degree of subring of polynomial ring
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 Teacher
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Homogeneous ideal and its system of generators
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Homogeneous ideal and its system of generators
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Homogeneous ideal and its system of generators
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Homogeneous ideal and its system of generators
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Homogeneous ideal and its system of generators
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Homogeneous ideal and its system of generators
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Homogeneous ideal and its system of generators
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