inner product spaces造句
例句與造句
- All n-dimensional real inner product spaces are mutually isomorphic.
- They are both inner product spaces for the above inner product.
- Every finite-dimensional inner product space is also a Hilbert space.
- Moreover, this space is also an inner product space with the inner product
- Every inner product space is also a normed space.
- It's difficult to find inner product spaces in a sentence. 用inner product spaces造句挺難的
- Angles between vectors are defined in inner product spaces.
- The space 5豷?is naturally an inner product space with corresponding norm given by
- A vector space equipped with a scalar product is called an inner product space.
- This is well defined by the nonnegativity axiom of the definition of inner product space.
- The isosceles triangle theorem holds in inner product spaces over the real or complex numbers.
- This formula is valid for any inner product space, including Euclidean and complex spaces.
- The complex absolute value is a special case of the norm in an inner product space.
- Let be any inner product space.
- The most important inner product spaces are the ones which are dense subspace of some Hilbert space.
- The two previous theorems raise the question of whether all inner product spaces have an orthonormal basis.
更多例句: 下一頁(yè)