In this paper, we mainly discuss low-dimensional solvable complete Lie superalgebras over the complex field C. Solvable Lie superalgebras whose even part's dimension is 1, or odd part's dimension is 1 or 2 are discussed respectively, and the structures of these com-plete Lie superalgebras are given. In some cases, general methods of determining whether a solvable Lie superalgebra complete or not are given.
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