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Memory Condensation of the Jacobi Matrix of Pipe Network Equation and Optimization of Node Symbols in the Pipe Network
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    Abstract:

    In this paper, we use the technique in dealing with the large sparse matrix to condense the memory of the Jacobi matrix J(H) of pipe network equtions F(H)=0 with one dimensional vectors. By applying the graphthe oretic method, we present the optimization

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