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arxiv: math/0412391 · v4 · submitted 2004-12-20 · 🧮 math.DG · math.GM

Basis Manifold

classification 🧮 math.DG math.GM
keywords basismanifoldspacetransformationactivegrouppassivesymmetry
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In this paper we study a symmetry group of vector space. Basis manifold is a homogeneous space of a symmetry group. This concept leads us to the definition of active and passive transformations on basis manifold. Active transformation can be expressed as a transformation of vector space. Passive transformation gives ability to define concepts of invariance and of geometrical object.

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