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## Main Question or Discussion Point

Ive been reading nielson and chuangs book "Quantum computation and quantum information" and find the the teleportation of a qubit very intuitiuve.

I would like to know how mathematically the same process would apply to a qutrit = a|0> + b|1> + c|2>.

can one use the exact same circuit ( ie a qutrit version of a hadamard and a qutrit version of a c-not ) to teleport this qutrit.

You can build the circuit using my qudit simulator. the abitrary qutrit inputs can be made by enabling the option " allow Abitrary inputs" on the simulator.

http://www.compsoc.nuigalway.ie/~damo642/QuantumSimulator/QuantumSimulator/QuantumQuditSimulator.htm [Broken]

Actually the reason i asked this is beacause i would like a killer application for my simulator. If you can think of any i would greatly appreciate it.

In other words a useful circuit for dimensions other than qubits.

Regards

Damien Fitzgerald

I would like to know how mathematically the same process would apply to a qutrit = a|0> + b|1> + c|2>.

can one use the exact same circuit ( ie a qutrit version of a hadamard and a qutrit version of a c-not ) to teleport this qutrit.

You can build the circuit using my qudit simulator. the abitrary qutrit inputs can be made by enabling the option " allow Abitrary inputs" on the simulator.

http://www.compsoc.nuigalway.ie/~damo642/QuantumSimulator/QuantumSimulator/QuantumQuditSimulator.htm [Broken]

Actually the reason i asked this is beacause i would like a killer application for my simulator. If you can think of any i would greatly appreciate it.

In other words a useful circuit for dimensions other than qubits.

Regards

Damien Fitzgerald

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