Furthermore, vector spaces furnish an abstract, coordinate-free way of considering such geometrical and physical objects as tensors and thereby allow the examination of local properties of manifolds by linearization techniques.
This in turn allows the examination of local properties of manifolds by linearization techniques. Furthermore, vector spaces furnish an abstract, coordinate-free way of dealing with geometrical and physical objects such as tensors.
Furthermore, vector spaces furnish an abstract, coordinate-free way of dealing with geometrical and physical objects such as tensors. This in turn allows the examination of local properties of manifolds by linearization techniques.
Furthermore, vector spaces furnish an abstract, coordinate-free way of dealing with geometrical and physical objects such as tensors. This in turn allows the examination of local properties of manifolds by linearization techniques.