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Isometry
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==Bibliography== {{div col begin|colwidth=25em}} * {{Rudin Walter Functional Analysis|edition=2}} <!-- {{sfn | Rudin | 1991 | p=}} --> * {{Narici Beckenstein Topological Vector Spaces|edition=2}} <!-- {{sfn | Narici | 2011 | p=}} --> * {{Schaefer Wolff Topological Vector Spaces|edition=2}} <!-- {{sfn | Schaefer | 1999 | p=}} --> * {{Trèves François Topological vector spaces, distributions and kernels}} <!-- {{sfn | Trèves | 2006 | p=}} --> * {{Wilansky Modern Methods in Topological Vector Spaces|edition=1}} * {{cite book |last=Coxeter|first=H. S. M.|author-link1=Harold Scott MacDonald Coxeter|title=Introduction to Geometry, Second edition|year=1969|publisher=[[John Wiley & Sons|Wiley]]|isbn=9780471504580 }} * {{cite book | last=Lee |first= Jeffrey M. | title=Manifolds and Differential Geometry |location=Providence, RI |publisher=American Mathematical Society | year=2009 |isbn=978-0-8218-4815-9 |url=https://books.google.com/books?id=QqHdHy9WsEoC }} {{div col end}} {{Metric spaces}} [[Category:Equivalence (mathematics)]] [[Category:Functions and mappings]] [[Category:Metric geometry]] [[Category:Riemannian geometry]] [[Category:Symmetry]]
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