A Characetrization of Vertex Operator Algebra L(1/2,0)otimes L(1/2,0)
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algebraoperatorotimessubspacevertexweightcentralcharacetrization
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It is shown that any simple, rational and C_2-cofinite vertex operator algebra whose weight 1 subspace is zero, the dimension of weight 2 subspace is greater than or equal to 2 and with central charge c=1, is isomorphic to L(1/2,0)\otimes L(1/2,0).
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