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## Main Question or Discussion Point

Hi All,

I'm in the beginning stages of writing a quantum computer emulator, primarily to get all the concepts down.

I've got an excellent Bloch sphere with a Bloch vector that I can duplicate as many times as I like. However, I'm now tackling entangled states. I'm struggling with identifying the best way to visually represent these states.

I've been studying the Majorana sphere, and it seems to have definite possibilities, with its Majorana points and Closest Product Points (possibly making disks or cones from the center of the sphere).

I'm just wondering if others have different ideas about the best way to represent these entangled states. I'd like to start with the Bell states (EPR pairs of qubits), but would eventually like to generalize my visual representations to any entangled state with any number of qubits and any level of entanglement.

Thanks in advance for the suggestions/opinions.

Elroy

I'm in the beginning stages of writing a quantum computer emulator, primarily to get all the concepts down.

I've got an excellent Bloch sphere with a Bloch vector that I can duplicate as many times as I like. However, I'm now tackling entangled states. I'm struggling with identifying the best way to visually represent these states.

I've been studying the Majorana sphere, and it seems to have definite possibilities, with its Majorana points and Closest Product Points (possibly making disks or cones from the center of the sphere).

I'm just wondering if others have different ideas about the best way to represent these entangled states. I'd like to start with the Bell states (EPR pairs of qubits), but would eventually like to generalize my visual representations to any entangled state with any number of qubits and any level of entanglement.

Thanks in advance for the suggestions/opinions.

Elroy