Quantum – Circuits – Bellagio – Part 1
Seven qubits, q0 to q6, make up the Quantum Bellagio Circuit. The primary qubits are q0, q2, q3 and q4. The Haadamard gates put these into superposition producing 24 = 16 parts in the mega qubit. Consequently, the rest of the qubits are dependent qubits. Each part from 1 to 16 of the mega […]
Running the Bellagio Circuit
Running a Quantum Circuit Quantum computers are analogue computers. In effect, this means that they are subject to physical errors each time a quantum circuit runs. As a result, quantum programs are run many times to ensure accurate results. Measurement of the qubits causes the qubits in the mega qubit to collapse to one of […]
Quantum – Circuits – Bellagio – Part 1 – Continued
In the previous post, the Quantum Bellagio Haadamard gates created a mega qubit of 16 multipart qubits. As a result, it setup all possible combinations of k, k‾ ,m and m‾ . Following this, the rest of part 1 of the circuit programs the problem constraints and then tags the solutions. Changes to Mega Qubit […]
Quantum – Circuits – Part 2 – Bellagio Mirror
The Bellagio Mirror follows part 1 of the quantum circuit. It has already tagged the solution by changing the phase of q6 in parts 3, 4, 8, 9, 12-16 of the mega qubit. In order to be able to measure the qubits, it is necessary to reverse the quantum circuits. Do this by running the […]
Quantum – Circuits – Bellagio – Definition
Introduction This post provides a definition of the Bellagio scheduling problem that will be solved in the following posts using a Wave Number quantum circuit. The Wave Numbers Bellagio circuit has been adapted from the solution in Quantum Computing Program Next-Gen Computers for Hard, Real-World Applications. Problem Definition Logic Definition for Day 1 at the […]