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[Merged by Bors] - feat(topology/bounded_continuous_function): the normed space C^0 #2660
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jcommelin
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improvements from @jcommelin Co-authored-by: Johan Commelin <johan@commelin.net>
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Co-authored-by: Bryan Gin-ge Chen <bryangingechen@gmail.com>
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urkud
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Co-authored-by: Bryan Gin-ge Chen <bryangingechen@gmail.com>
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For β a normed (vector) space over a nondiscrete normed field 𝕜, we construct the normed 𝕜-space structure on the set of bounded continuous functions from a topological space into β.
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…nprover-community#2660) For β a normed (vector) space over a nondiscrete normed field 𝕜, we construct the normed 𝕜-space structure on the set of bounded continuous functions from a topological space into β.
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…nprover-community#2660) For β a normed (vector) space over a nondiscrete normed field 𝕜, we construct the normed 𝕜-space structure on the set of bounded continuous functions from a topological space into β.
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…nprover-community#2660) For β a normed (vector) space over a nondiscrete normed field 𝕜, we construct the normed 𝕜-space structure on the set of bounded continuous functions from a topological space into β.
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For β a normed (vector) space over a nondiscrete normed field 𝕜, we construct the normed 𝕜-space structure on the set of bounded continuous functions from a topological space into β.