About this document
Frobenius Inner Product in Linear Algebra by Souvik Mondal is a document available to read on EtoBox.
The document discusses inner products and norms in vector spaces. It defines an inner product, the Frobenius inner product for matrices, and the norm or length of a vector. It then provides examples of calculating the Frobenius norm for the Pauli spin matrices and Sobel matrices. Both sets of matrices belong to the inner product space of real or complex matrices, but neither set forms an orthonormal set as the vectors are not unit vectors. The Pauli spin matrices are all orthogonal to each other, while the
- Author
- Souvik Mondal
- Language
- EN