Abstract
Summary form only given. Quantum teleportation is a transportation process of a quantum state where the quantum state is copied at a remote place while the original state id eliminated. We generalize the scheme of the quantum teleportation for N-body quantum states. Many-body quantum states are classified into uncorrelated and entangled states. An uncorrelated state can be factorized to the direct product of states. The quantum teleportation of the uncorrelated state can be performed by teleporting its one-body states sequentially. Thus, teleporting uncorrelated states is trivial since it is practically equivalent to teleporting one body states. An entangled state, to the contrary, can not be factorized to the product of states due to its entanglement.
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