Description: Linear interpolation means interpolation function with polynomial interpolation, and its interpolation error is zero at interpolation nodes. Compared with other interpolation methods such as parabolic interpolation, linear interpolation is simple and convenient. The geometric meaning of linear interpolation means that the original function is approximated by using a straight line passing through A points and B points. Linear interpolation can be used to approximately replace the original function, and it can also be used to calculate the values that are not found in the table during the look-up table.
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| Filename | Size | Date |
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| 线性插值法\Debug\shiyan.exe | 208954 | 2016-09-06
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| 线性插值法\Debug\shiyan.ilk | 204368 | 2016-09-06
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| 线性插值法\Debug\shiyan.obj | 3983 | 2016-09-06
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| 线性插值法\Debug\shiyan.pch | 175436 | 2016-09-05
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| 线性插值法\Debug\shiyan.pdb | 484352 | 2016-09-06
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| 线性插值法\Debug\vc60.idb | 33792 | 2016-09-06
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| 线性插值法\Debug\vc60.pdb | 53248 | 2016-09-06
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| 线性插值法\file1.txt | 1 | 2015-09-19
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| 线性插值法\shiyan.c | 1040 | 2016-09-06
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| 线性插值法\shiyan.dsp | 4276 | 2015-08-23
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| 线性插值法\shiyan.dsw | 520 | 2015-01-16
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| 线性插值法\shiyan.ncb | 50176 | 2017-04-05
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| 线性插值法\shiyan.opt | 48640 | 2017-04-05
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| 线性插值法\shiyan.plg | 246 | 2016-09-06
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| 线性插值法\Debug | 0 | 2016-09-06
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| 线性插值法 | 0 | 2017-04-05 |
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