Urban block space form comprehensive evaluation method based on a fuzzy mathematics theory
A technology of fuzzy mathematics and comprehensive evaluation, applied in data processing applications, instruments, resources, etc., can solve problems such as fuzzy mathematics theory that has not been reported in the literature, and achieve benefits to air quality, increase purchasing power, and equal opportunities for choice and space. good variety effect
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[0096] Select two typical areas in the central urban area of Shanghai as the research case, divide them into 17 blocks, and use the traditional urban spatial form eigenvalue calculation method and space syntax to calculate the plot ratio, mixed land use ratio, connection value and The four representative urban morphological eigenvalues of the global integration degree are calculated, and the results are shown in Table 1. It can be seen from Table 1 that the values of the eigenvalues of each block are quite different, and it is difficult to evaluate the quality of the urban form of the block through the comparison of each eigenvalue.
[0097] Table 1 Summary of calculation results of urban form eigenvalues of blocks
[0098]
[0099]
[0100] Build a fuzzy mathematical model:
[0101] (1) Block shape eigenvalue matrix F
[0102] According to the data in Table 1, the eigenvalue matrix F of 17 blocks including 4 block urban form eigenvalues is:
[0103]
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