All The Math That You Need To Start Doing Quantum Computing (Part 8)

Lesson 8: Linear Algebra (4) - Important operations on Matrices

Portrait of Paul Dirac, who formulated the Dirac equation, describing relativistic quantum mechanics and predicting the existence of antimatter. His work laid foundational principles for quantum mechanics, including bra-ket notation, which became essential in quantum computation and information theory. (Source)

In the last lesson, we introduced matrices and some common operations on them.

This lesson is about discovering more operations on Matrices specific to Quantum computing.

In case you missed the previous lessons on the mathematics required for quantum mechanics and quantum computing, here they are:

• Lesson 1: Imaginary and Complex Numbers

• Lesson 2: Trigonometry

• Lesson 3: Differential Calculus

• Lesson 4: Probability

• Lesson 5: Linear Algebra (1)

• Lesson 6: Linear Algebra (2)

• Lesson 7: Linear Algebra (3)