The original poster presents two equations related to quantum mechanics, specifically involving qubits represented as |0> and |1> in terms of |b> and |d>. The context suggests a focus on linear equations within the framework of quantum states.
The discussion includes attempts to clarify the nature of the equations and their relation to quantum mechanics. Some participants provide general guidance about the topic, while others seek further understanding without reaching a consensus on a specific method to solve the equations.
There is a mention of the original poster's lack of background in quantum mechanics, which may affect their ability to engage with the problem fully. Additionally, the repeated emphasis on the linear nature of the equations suggests a foundational aspect of the discussion.
I didn't take the quantum mechanics course but I would like to know how can I solve thismfb said:This is a linear equation system, if you attend a quantum mechanics course you should know (or be able to figure out) how to solve them.
Mark Pluto said:Homework Statement
I have two equations and I want to write them in terms of |0> and |1> as a function of |b> and |d>
note: |i> is a kent or a qubit
Homework Equations
|b> = cosα |0> + eiβ sinα |1>
|b> = sinα |0> + e-iβ cosα |1>
The Attempt at a Solution