منابع مشابه
Jordan Geometries by Inversions
Jordan geometries are defined as spaces X equipped with point reflections Jxz a depending on triples of points (x, a, z), exchanging x and z and fixing a. In a similar way, symmetric spaces have been defined by Loos ([Lo69]) as spaces equipped with point reflections Sx fixing x, and therefore the theories of Jordan geometries and of symmetric spaces are closely related to each other – in order ...
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ژورنال
عنوان ژورنال: Canada and Beyond: A Journal of Canadian Literary and Cultural Studies
سال: 2014
ISSN: 2254-1179
DOI: 10.33776/candb.v4i1.3020