# Information for "Given a Hilbert space and a non-empty, closed and convex subset then for each point in the space there is a closest point in the subset"

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## Basic information

Display title | Given a Hilbert space and a non-empty, closed and convex subset then for each point in the space there is a closest point in the subset |

Default sort key | Given a Hilbert space and a non-empty, closed and convex subset then for each point in the space there is a closest point in the subset |

Page length (in bytes) | 3,398 |

Page ID | 2226 |

Page content language | English (en) |

Page content model | wikitext |

Indexing by robots | Allowed |

Number of views | 1,597 |

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## Edit history

Page creator | Alec (Talk | contribs) |

Date of page creation | 00:52, 7 April 2017 |

Latest editor | Alec (Talk | contribs) |

Date of latest edit | 00:52, 7 April 2017 |

Total number of edits | 1 |

Total number of distinct authors | 1 |

Recent number of edits (within past 91 days) | 0 |

Recent number of distinct authors | 0 |

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