V2EX real part

Real Part

定义 Definition

real part(数学)指复数的实部:若 \(z = a + bi\),其中 \(a\) 是 real part(实部),\(b\) 是虚部的系数,\(i\) 为虚数单位。常写作 \(\operatorname{Re}(z)\)。

发音 Pronunciation (IPA)

/ril prt/

例句 Examples

The real part of \(3 + 4i\) is 3.
\(3 + 4i\) 的实部是 3。

In signal processing, we often take the real part of a complex expression to obtain a physically measurable quantity.
在信号处理中,我们常取复数表达式的实部,以得到可物理测量的量。

词源 Etymology

real 来自拉丁语 realis(“真实的、实际的”),与 res(“事物”)相关;part 来自拉丁语 pars(“部分”)。在复数 \(a+bi\) 的表示法中,real part 指与“真实数轴”(实数)对应的那一部分,即 \(a\)。

相关词 Related Words

文学与著作 Literary Works

  • Ahlfors, Complex Analysis(复分析经典教材中频繁使用 \(\operatorname{Re}(z)\) 与 “real part”)
  • Churchill & Brown, Complex Variables and Applications(大量例题与应用场景会取复数的实部)
  • Stein & Shakarchi, Complex Analysis(在解析函数与积分公式等章节中常出现 “real part”)
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