| 释义 |
- 线性插值：通过假设一个函数（如对数函数）在已知值之间是一条直线来估计该函数的方法。
- 1
So the concept of an absolute zero, a temperature below which you just can't go, that's directly out of the scheme here, this linear interpolation scheme with these two reference points. 这就是绝对零度，这样，从线性插值的图像出发，我们得到了绝对零度的概念，你永远无法达到,低于绝对零度的状态。 - 2
You can choose a linear interpolation or quadratic, but you've got to choose it. 你可以选择线性插值或抛物线型插值,但你总要做出选择。 - 3
The first style, linespoints, is generally useful when plotting data. It marks a point at each sample or data point considered, and connects consecutive points using linear interpolation. 第一种样式linespoints通常在对数据绘图时非常有用，它在涉及的每个示例或数据点处标记一个点，并使用线性插值法连接连续的点。
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