Brilliant
Vectors and Matrices
Vectors, matrices, transformations, and eigenvalues, as interactive problems. The linear algebra used to write gates and states.
Topic
1 course · 2 tutorials

Brilliant
Vectors, matrices, transformations, and eigenvalues, as interactive problems. The linear algebra used to write gates and states.
Master the linear algebra underlying quantum computing: Dirac notation, inner products, tensor products, Hermitian and unitary matrices, eigenvalues, and partial trace, all with numpy examples.
The essential linear algebra you need for quantum computing: vectors, matrices, tensor products, and inner products, explained with quantum computing in mind.