What type to use to correctly handle division of odd numbers of cents? (or smallest units of any currency)

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英文:

What type to use to correctly handle division of odd numbers of cents? (or smallest units of any currency)

问题

大多数时候,我看到建议将货币表示为其最基本的单位,并使用64位无符号整数以提供最大容量。

表面上看起来没问题,但如果我想分割1分钱怎么办?

在Java/Scala中,我也看到推荐使用BigDecimal类型来处理货币,它可以跟踪到一分钱的小数,0.01/2 = 0.005

但是,如果将一个64位无符号整数除以2,1/2 = 0

我正在尝试编写一些处理货币的Go代码,并想知道应该使用哪种类型(只使用uint64还是找其他类型)。

谢谢!

英文:

Most of the time I see recommendations to represent money as its most fundamental unit; and to use 64 bit unsigned integer to provide maximal capacity.

On the surface this seems fine, but what about the case where I want to split 1 cent?

In Java/Scala the BigDecimal type, which I also see recommended for handling money, will track fractions of a cent, 0.01/2 = 0.005

But dividing a 64 bit unsigned int, 1/2 = 0

I'm trying to write some Go that handles money, and want to know which type to use (just use uint64 or find something else?).

Thank you!

答案1

得分: 3

你可以使用big.Rat来处理任意大小的有理数。这样,你可以随心所欲地拆分数量,而不会失去任何精度。

英文:

You can use big.Rat for rational numbers of arbitrary size. Then you can split quantities to your heart's content without losing any precision.

答案2

得分: 3

int64(或uint64)仍然可以用于表示带有分数的货币金额。例如,如果您要处理的最小金额是0.01美分,那么您可以将1美分表示为100,那么半美分将为501/100美分将为1。这种表示方法非常高效(从性能和内存使用的角度来看),但不太灵活。需要注意的事项包括:

  • 使用此方法可以表示的最大值为(约为~2^64/100美分)
  • 如果最大精度发生变化,将需要对应用程序及其存储的数据进行更改
  • 所有算术运算都需要谨慎实现,考虑四舍五入的影响
英文:

int64 (or uint64) still can be used to represent monetary amounts with cent fractions. E.g. if the minimum amount that you want to operate with is 0.01 cents then you can represent 1 cent as 100, then half a cent will be 50 and 1/100 of a cent will be 1. This representation is very efficient (from performance and memory usage point of view) but not very flexible. Things to be aware of are:

  • there is maximum value (~2^64/100 cents) that you can represent using this method
  • changes will be required to the app and its stored data if the maximum precision changes
  • all arithmetic operations needs to be carefully implemented taking rounding into account

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  • 本文由 发表于 2015年8月3日 09:12:02
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