本文整理汇总了C++中DigitList::setDecimalAt方法的典型用法代码示例。如果您正苦于以下问题：C++ DigitList::setDecimalAt方法的具体用法？C++ DigitList::setDecimalAt怎么用？C++ DigitList::setDecimalAt使用的例子？那么, 这里精选的方法代码示例或许可以为您提供帮助。您也可以进一步了解该方法所在类DigitList的用法示例。
在下文中一共展示了DigitList::setDecimalAt方法的1个代码示例，这些例子默认根据受欢迎程度排序。您可以为喜欢或者感觉有用的代码点赞，您的评价将有助于系统推荐出更棒的C++代码示例。
示例1: DecimalFormatPattern
//.........这里部分代码省略.........
// The effectiveDecimalPos is the position the decimal is at or
// would be at if there is no decimal. Note that if
// decimalPos<0, then digitTotalCount == digitLeftCount +
// zeroDigitCount.
int32_t effectiveDecimalPos = decimalPos >= 0 ? decimalPos : digitTotalCount;
UBool isSigDig = (sigDigitCount > 0);
out.fUseSignificantDigits = isSigDig;
if (isSigDig) {
out.fMinimumSignificantDigits = sigDigitCount;
out.fMaximumSignificantDigits = sigDigitCount + digitRightCount;
} else {
int32_t minInt = effectiveDecimalPos - digitLeftCount;
out.fMinimumIntegerDigits = minInt;
out.fMaximumIntegerDigits = out.fUseExponentialNotation
? digitLeftCount + out.fMinimumIntegerDigits
: gDefaultMaxIntegerDigits;
out.fMaximumFractionDigits = decimalPos >= 0
? (digitTotalCount - decimalPos) : 0;
out.fMinimumFractionDigits = decimalPos >= 0
? (digitLeftCount + zeroDigitCount - decimalPos) : 0;
}
out.fGroupingUsed = groupingCount > 0;
out.fGroupingSize = (groupingCount > 0) ? groupingCount : 0;
out.fGroupingSize2 = (groupingCount2 > 0 && groupingCount2 != groupingCount)
? groupingCount2 : 0;
out.fMultiplier = multiplier;
out.fDecimalSeparatorAlwaysShown = decimalPos == 0
|| decimalPos == digitTotalCount;
if (padPos >= 0) {
out.fPadPosition = (DecimalFormatPattern::EPadPosition) padPos;
// To compute the format width, first set up sub0Limit -
// sub0Start. Add in prefix/suffix length later.
// fFormatWidth = prefix.length() + suffix.length() +
// sub0Limit - sub0Start;
out.fFormatWidth = sub0Limit - sub0Start;
out.fPad = padChar;
} else {
out.fFormatWidth = 0;
}
if (roundingPos >= 0) {
out.fRoundingIncrementUsed = TRUE;
roundingInc.setDecimalAt(effectiveDecimalPos - roundingPos);
out.fRoundingIncrement = roundingInc;
} else {
out.fRoundingIncrementUsed = FALSE;
}
} else {
out.fNegPatternsBogus = FALSE;
out.fNegPrefixPattern = prefix;
out.fNegSuffixPattern = suffix;
}
}
if (pattern.length() == 0) {
out.fNegPatternsBogus = TRUE;
out.fNegPrefixPattern.remove();
out.fNegSuffixPattern.remove();
out.fPosPatternsBogus = FALSE;
out.fPosPrefixPattern.remove();
out.fPosSuffixPattern.remove();
out.fMinimumIntegerDigits = 0;
out.fMaximumIntegerDigits = kDoubleIntegerDigits;
out.fMinimumFractionDigits = 0;
out.fMaximumFractionDigits = kDoubleFractionDigits;
out.fUseExponentialNotation = FALSE;
out.fCurrencySignCount = fgCurrencySignCountZero;
out.fGroupingUsed = FALSE;
out.fGroupingSize = 0;
out.fGroupingSize2 = 0;
out.fMultiplier = 1;
out.fDecimalSeparatorAlwaysShown = FALSE;
out.fFormatWidth = 0;
out.fRoundingIncrementUsed = FALSE;
}
// If there was no negative pattern, or if the negative pattern is
// identical to the positive pattern, then prepend the minus sign to the
// positive pattern to form the negative pattern.
if (out.fNegPatternsBogus ||
(out.fNegPrefixPattern == out.fPosPrefixPattern
&& out.fNegSuffixPattern == out.fPosSuffixPattern)) {
out.fNegPatternsBogus = FALSE;
out.fNegSuffixPattern = out.fPosSuffixPattern;
out.fNegPrefixPattern.remove();
out.fNegPrefixPattern.append(kQuote).append(kPatternMinus)
.append(out.fPosPrefixPattern);
}
// TODO: Deprecate/Remove out.fNegSuffixPattern and 3 other fields.
AffixPattern::parseAffixString(
out.fNegSuffixPattern, out.fNegSuffixAffix, status);
AffixPattern::parseAffixString(
out.fPosSuffixPattern, out.fPosSuffixAffix, status);
AffixPattern::parseAffixString(
out.fNegPrefixPattern, out.fNegPrefixAffix, status);
AffixPattern::parseAffixString(
out.fPosPrefixPattern, out.fPosPrefixAffix, status);
}