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.
Implement the Quantum Phase Estimation algorithm in Q# to estimate eigenvalues of unitary operators, with a worked example using the T gate.
A thorough treatment of quantum phase estimation covering circuit construction, precision trade-offs, the Hadamard test variant, iterative QPE, and applications in eigenvalue estimation, the HHL algorithm, and quantum simulation.