@Override
public BigDecimal getCurrencyValue(CurrencyForm currencyForm) throws NoCurrenciesException {
Criteria fromCriteria =
Criteria.where("timestamp")
.is(currencyForm.getTimestamp())
.and("currencyCode")
.is(currencyForm.getFromCurrencyCode());
List<MongoCurrency> fromCurrencies = currencyMongoDao.query(fromCriteria);
Criteria toCriteria =
Criteria.where("timestamp")
.is(currencyForm.getTimestamp())
.and("currencyCode")
.is(currencyForm.getToCurrencyCode());
List<MongoCurrency> toCurrencies = currencyMongoDao.query(toCriteria);
if (fromCurrencies.isEmpty() || toCurrencies.isEmpty()) {
throw new NoCurrenciesException(
currencyForm.getFromCurrencyCode(),
currencyForm.getToCurrencyCode(),
currencyForm.getTimestamp());
}
MongoCurrency fromCurrency = fromCurrencies.get(0);
MongoCurrency toCurrency = toCurrencies.get(0);
BigDecimal fromCurrencyInUsd =
BigDecimal.ONE
.divide(fromCurrency.getValue(), 10, BigDecimal.ROUND_HALF_UP)
.multiply(currencyForm.getAmountFrom());
return fromCurrencyInUsd.multiply(toCurrency.getValue());
}
@Override
public DecimalAmount invert() {
return bd.compareTo(BigDecimal.ZERO) == 0
? new DecimalAmount(BigDecimal.ZERO)
: new DecimalAmount(BigDecimal.ONE.divide(bd, mc));
}
public static List<Map<String, BigDecimal>> getPackageSplit(
DispatchContext dctx, List<Map<String, Object>> shippableItemInfo, BigDecimal maxWeight) {
// create the package list w/ the first package
List<Map<String, BigDecimal>> packages = FastList.newInstance();
if (UtilValidate.isNotEmpty(shippableItemInfo)) {
for (Map<String, Object> itemInfo : shippableItemInfo) {
long pieces = ((Long) itemInfo.get("piecesIncluded")).longValue();
BigDecimal totalQuantity = (BigDecimal) itemInfo.get("quantity");
BigDecimal totalWeight = (BigDecimal) itemInfo.get("weight");
String productId = (String) itemInfo.get("productId");
// sanity check
if (pieces < 1) {
pieces = 1; // can NEVER be less than one
}
BigDecimal weight = totalWeight.divide(BigDecimal.valueOf(pieces), generalRounding);
for (int z = 1; z <= totalQuantity.intValue(); z++) {
BigDecimal partialQty =
pieces > 1
? BigDecimal.ONE.divide(BigDecimal.valueOf(pieces), generalRounding)
: BigDecimal.ONE;
for (long x = 0; x < pieces; x++) {
if (weight.compareTo(maxWeight) >= 0) {
Map<String, BigDecimal> newPackage = FastMap.newInstance();
newPackage.put(productId, partialQty);
packages.add(newPackage);
} else if (totalWeight.compareTo(BigDecimal.ZERO) > 0) {
// create the first package
if (packages.size() == 0) {
packages.add(FastMap.<String, BigDecimal>newInstance());
}
// package loop
boolean addedToPackage = false;
for (Map<String, BigDecimal> packageMap : packages) {
if (!addedToPackage) {
BigDecimal packageWeight =
calcPackageWeight(dctx, packageMap, shippableItemInfo, weight);
if (packageWeight.compareTo(maxWeight) <= 0) {
BigDecimal qty = packageMap.get(productId);
qty = UtilValidate.isEmpty(qty) ? BigDecimal.ZERO : qty;
packageMap.put(productId, qty.add(partialQty));
addedToPackage = true;
}
}
}
if (!addedToPackage) {
Map<String, BigDecimal> packageMap = FastMap.newInstance();
packageMap.put(productId, partialQty);
packages.add(packageMap);
}
}
}
}
}
}
return packages;
}
/**
* Calculates the value of the first argument raised to the power of the second argument.
*
* @param base the base
* @param expornent the exponent
* @return the value <tt>a<sup>b</sup></tt> in <tt>BigDecimal</tt>
*/
private BigDecimal pow(double base, int expornent) {
BigDecimal value;
if (expornent > 0) {
value = new BigDecimal(new Double(base).toString()).pow(expornent);
} else {
value = BigDecimal.ONE.divide(new BigDecimal(new Double(base).toString()).pow(-expornent));
}
return value;
}
/**
* Normalize the vector so its L2 Norm is 1 WARNING: This function uses norm() which loses the
* BigDecimal precision and range in VectorType
*
* @param v vector to compute norm of
* @return normalized input vector
* @throws ZeroNormException if norm(v) less than Double.MIN_VALUE
*/
public static VectorType normalize(VectorType v) {
VectorType vout = new VectorType();
double normv = norm(v);
if (normv < Double.MIN_VALUE) {
throw new ZeroNormException("Can't normalize vector with zero magnitude.");
}
BigDecimal normInv = BigDecimal.ONE.divide(BigDecimal.valueOf(norm(v)));
vout.setI(v.getI().multiply(normInv));
vout.setJ(v.getJ().multiply(normInv));
vout.setK(v.getK().multiply(normInv));
return vout;
}
/**
* Weight units
*
* @author Stefan Laubenberger
* @version 0.1.0, 2013-07-31
* @since 0.0.1
*/
@XmlRootElement(name = "weight")
public enum Weight implements Unit<Weight> {
MILLIGRAM(
Constants.FACTOR_MILLIGRAM_TO_GRAM.multiply(
Constants.FACTOR_GRAM_TO_KILOGRAM, Constants.DEFAULT_MATHCONTEXT)), // $JUnit$
GRAM(Constants.FACTOR_GRAM_TO_KILOGRAM), // $JUnit$
KILOGRAM(BigDecimal.ONE), // $JUnit$
OUNCE(
Constants.FACTOR_OUNCE_TO_GRAM.multiply(
Constants.FACTOR_GRAM_TO_KILOGRAM, Constants.DEFAULT_MATHCONTEXT)), // $JUnit$
POUND(Constants.FACTOR_POUND_TO_KILOGRAM), // $JUnit$
TON(
BigDecimal.ONE.divide(
Constants.FACTOR_TON_TO_KILOGRAM, Constants.DEFAULT_MATHCONTEXT)); // $JUnit$
final BigDecimal factor;
Weight(final BigDecimal factor) {
this.factor = factor;
}
BigDecimal getFactor() {
return factor;
}
/*
* Implemented methods
*/
@Override
public BigDecimal convertTo(final Weight toUnit, final Number value) { // $JUnit$
if (null == toUnit) {
throw new RuntimeExceptionIsNull("toUnit"); // $NON-NLS-1$
}
if (null == value) {
throw new RuntimeExceptionIsNull("value"); // $NON-NLS-1$
}
final BigDecimal internalValue = new BigDecimal(value.toString());
return toUnit == this
? internalValue
: internalValue
.divide(factor, Constants.DEFAULT_MATHCONTEXT)
.multiply(toUnit.factor, Constants.DEFAULT_MATHCONTEXT);
}
}
@AfterViews
public void afterViews() {
assetPair = (AssetPair) getArguments().getSerializable(Constants.EXTRA_ASSET_PAIR);
price = BigDecimal.valueOf(getArguments().getDouble(Constants.EXTRA_RATE_PRICE));
if (assetPair != null) {
if (assetPair.getInverted()) {
accurancy = assetPair.getInvertedAccuracy();
if (price.compareTo(BigDecimal.ZERO) != 0) {
price = BigDecimal.ONE.divide(price, accurancy, RoundingMode.HALF_EVEN);
}
mainName = assetPair.getQuotingAssetId();
subName = assetPair.getBaseAssetId();
} else {
accurancy = assetPair.getAccuracy();
mainName = assetPair.getBaseAssetId();
subName = assetPair.getQuotingAssetId();
}
}
actionBar.setTitle(mainName + "/" + subName);
if (getArguments().getSerializable(Constants.EXTRA_DESCRIPTION) != null) {
if (getArguments().getSerializable(Constants.EXTRA_RATE_PRICE) != null) {
price = (BigDecimal) getArguments().getSerializable(Constants.EXTRA_RATE_PRICE);
btnBuy.setText(
String.format(getString(R.string.buy_rate), mainName, subName)
+ " "
+ LykkeUtils.getStriped(accurancy, price));
btnSell.setText(
String.format(getString(R.string.sell_at_price), mainName, subName)
+ " "
+ LykkeUtils.getStriped(accurancy, price));
}
onSuccess(getArguments().getSerializable(Constants.EXTRA_DESCRIPTION));
} else {
setUpVisibility(View.VISIBLE, View.GONE);
btnBuy.setVisibility(View.GONE);
btnSell.setVisibility(View.GONE);
getInfoFromServer();
}
}
/**
* Compute the value, in radians, of the arctangent of the inverse of the supplied integer to the
* specified number of digits after the decimal point. The value is computed using the power
* series expansion for the arc tangent:
*
* <p>arctan(x) = x - (x^3)/3 + (x^5)/5 - (x^7)/7 + (x^9)/9 ...
*/
public static BigDecimal arctan(int inverseX, int scale) {
BigDecimal result, numer, term;
BigDecimal invX = BigDecimal.valueOf(inverseX);
BigDecimal invX2 = BigDecimal.valueOf(inverseX * inverseX);
numer = BigDecimal.ONE.divide(invX, scale, roundingMode);
result = numer;
int i = 1;
do {
numer = numer.divide(invX2, scale, roundingMode);
int denom = 2 * i + 1;
term = numer.divide(BigDecimal.valueOf(denom), scale, roundingMode);
if ((i % 2) != 0) {
result = result.subtract(term);
} else {
result = result.add(term);
}
i++;
} while (term.compareTo(BigDecimal.ZERO) != 0);
return result;
}
private void test(
final BigDecimal valueToSplit, final int childrenCount, final MathContext mathContext) {
final String info =
"ValueToSplit="
+ valueToSplit
+ ", childrenCount="
+ childrenCount
+ ", mathContext="
+ mathContext;
final int precision = mathContext.getPrecision();
final BigDecimal splitValueExpected =
valueToSplit.divide(BigDecimal.valueOf(childrenCount), mathContext);
// Delta: tolerated difference between calculated split value and actual split value
// i.e. 1^(-precision) = 1/(1^precision) ... because BigDecimal does not support negative powers
final BigDecimal splitValueExpectedDelta = BigDecimal.ONE.divide(BigDecimal.ONE.pow(precision));
// Example: For ValueToSplit=100, childrenCount=33, precision=2
// splitValueExpected = 0.03
// splitValueExpectedDelta = 1^(-2) = 0.01
final MutableAttributeSplitRequest request = createRequest(valueToSplit, childrenCount);
BigDecimal splitValueSUM = BigDecimal.ZERO;
for (int index = 0; index < childrenCount; index++) {
//
// Update request current index
request.setAttributeStorageCurrent(request.getAttributeStorages().get(index));
request.setAttributeStorageCurrentIndex(index);
//
// Execute splitting
final IAttributeSplitResult result = splitter.split(request);
//
// Get and check split value
final BigDecimal splitValue = (BigDecimal) result.getSplitValue();
assertEquals(
"Invalid split value on index=" + index + "\n" + info,
splitValueExpected, // expected
splitValue, // actual
splitValueExpectedDelta // delta
);
//
// Update SUM of split values
splitValueSUM = splitValueSUM.add(splitValue);
//
// Update: request's ValueToSplit = last split remaining value
final BigDecimal remainingValue = (BigDecimal) result.getRemainingValue();
final BigDecimal remainingValueExpected = valueToSplit.subtract(splitValueSUM);
assertEquals(
"Invalid remaining value on index=" + index + "\n" + info,
remainingValueExpected, // expected
remainingValue, // actual
BigDecimal.ZERO // delta=exact
);
request.setValueToSplit(remainingValue);
}
//
// Assume: sum of all split values shall be the same as initial value to split
Assert.assertThat(
"Invalid splitValues SUM" + "\n" + info,
splitValueSUM, // actual
Matchers.comparesEqualTo(valueToSplit) // expected
);
}
@Override
public void onSuccess(Object result) {
try {
if (getActivity() != null) {
if (result instanceof DescriptionResult) {
resultData = (DescriptionResult) result;
setUpVisibility(View.GONE, View.VISIBLE);
btnBuy.setVisibility(View.VISIBLE);
btnSell.setVisibility(View.VISIBLE);
if (((DescriptionResult) result).getAssetClass() == null) {
linearAssetName.setVisibility(View.GONE);
viewAssetClass.setVisibility(View.GONE);
} else {
tvAssetClass.setText(((DescriptionResult) result).getAssetClass());
}
if (((DescriptionResult) result).getDescription() == null) {
linearDescription.setVisibility(View.GONE);
viewDescription.setVisibility(View.GONE);
} else {
tvDescription.setText(((DescriptionResult) result).getDescription());
}
if (((DescriptionResult) result).getIssuerName() == null) {
linearIssuerName.setVisibility(View.GONE);
viewIssuerName.setVisibility(View.GONE);
} else {
tvIssuerName.setText(((DescriptionResult) result).getIssuerName());
}
if (((DescriptionResult) result).getNumberOfCoins() == null) {
linearNumberOfCoins.setVisibility(View.GONE);
viewNumberOfCoins.setVisibility(View.GONE);
} else {
tvNumberOfCoins.setText(((DescriptionResult) result).getNumberOfCoins());
}
if (((DescriptionResult) result).getMarketCapitalization() == null) {
linearMarketCapitalization.setVisibility(View.GONE);
viewMarketCapitalization.setVisibility(View.GONE);
} else {
tvMarketCapitalization.setText(((DescriptionResult) result).getMarketCapitalization());
}
if (((DescriptionResult) result).getAssetDescriptionUrl() == null) {
linearDescriptionUrl.setVisibility(View.GONE);
viewDescriptionUrl.setVisibility(View.GONE);
} else {
Spannable s =
(Spannable) Html.fromHtml(((DescriptionResult) result).getAssetDescriptionUrl());
for (URLSpan u : s.getSpans(0, s.length(), URLSpan.class)) {
s.setSpan(
new UnderlineSpan() {
public void updateDrawState(TextPaint tp) {
tp.setUnderlineText(false);
}
},
s.getSpanStart(u),
s.getSpanEnd(u),
0);
}
tvDescriptionUrl.setMovementMethod(LinkMovementMethod.getInstance());
tvDescriptionUrl.setLinksClickable(true);
tvDescriptionUrl.setText(s);
}
Resources r = getResources();
float px =
TypedValue.applyDimension(TypedValue.COMPLEX_UNIT_DIP, 20, r.getDisplayMetrics());
float pxMargin =
TypedValue.applyDimension(TypedValue.COMPLEX_UNIT_DIP, 3, r.getDisplayMetrics());
linearPop.removeAllViews();
for (int i = 0; i < Integer.parseInt(((DescriptionResult) result).getPopIndex()); i++) {
ImageView imageView = new ImageView(getActivity());
imageView.setImageResource(R.drawable.star);
LinearLayout.LayoutParams lp =
new LinearLayout.LayoutParams(Math.round(px), Math.round(px));
lp.setMargins(Math.round(pxMargin), 0, Math.round(pxMargin), 0);
imageView.setLayoutParams(lp);
linearPop.addView(imageView);
}
if (Integer.parseInt(((DescriptionResult) result).getPopIndex()) == 0) {
linearPopularity.setVisibility(View.GONE);
}
handler.post(run);
} else if (result instanceof RateResult) {
if (((RateResult) result).getRate() != null
&& ((RateResult) result).getRate().getAsk() != null
&& getActivity() != null) {
price = BigDecimal.valueOf(((RateResult) result).getRate().getAsk());
if (assetPair.getInverted()) {
price = BigDecimal.ONE.divide(price, accurancy, RoundingMode.HALF_EVEN);
}
btnBuy.setText(
String.format(getString(R.string.buy_rate), mainName, subName)
+ " "
+ LykkeUtils.getStriped(accurancy, price));
}
if (((RateResult) result).getRate() != null
&& ((RateResult) result).getRate().getBid() != null
&& getActivity() != null) {
bid = BigDecimal.valueOf(((RateResult) result).getRate().getBid());
if (assetPair.getInverted()) {
bid = BigDecimal.ONE.divide(bid, accurancy, RoundingMode.HALF_EVEN);
}
btnSell.setText(
String.format(getString(R.string.sell_at_price), mainName, subName)
+ " "
+ LykkeUtils.getStriped(accurancy, bid));
}
}
}
} catch (NullPointerException ex) {
}
}
public BigDecimal randHiveBigDecimalInverse(Random r, BigDecimal bigDecimal) {
if (bigDecimal.signum() == 0) {
return bigDecimal;
}
return BigDecimal.ONE.divide(bigDecimal);
}
/** The type Area manager. */
public class AreaManager {
private static final BigDecimal SQ_MILE_TO_SQ_KM = new BigDecimal(2.589988110336);
private static final BigDecimal SQ_CM_TO_SQ_INCH = new BigDecimal(0.1550003100006);
private static final BigDecimal HECTRE_TO_SQ_INCH = new BigDecimal(15500031.00006);
private static final BigDecimal SQ_KM_TO_SQ_INCH = new BigDecimal(1550003100.006);
private static final BigDecimal SQ_YARD_TO_SQ_KM =
BigDecimal.ONE.divide(new BigDecimal(1195990.046301), Constant.MC);
private static final BigDecimal SQ_FT_TO_SQ_KM =
BigDecimal.ONE.divide(new BigDecimal(10763910.41671), Constant.MC);
private static final BigDecimal SQ_INCH_TO_SQ_KM =
BigDecimal.ONE.divide(SQ_KM_TO_SQ_INCH, Constant.MC);
private static boolean isCommonRuleApplicable(AreaEnum sourceType, AreaEnum targetType) {
boolean s =
(sourceType == AreaEnum.SQ_MILE
|| sourceType == AreaEnum.SQ_YARD
|| sourceType == AreaEnum.SQ_FOOT
|| sourceType == AreaEnum.SQ_INCH);
boolean t =
(targetType == AreaEnum.SQ_KM
|| targetType == AreaEnum.HECTARE
|| targetType == AreaEnum.SQ_METER
|| targetType == AreaEnum.SQ_CM);
if (s && t) {
return false;
}
return true;
}
/**
* Gets common converted amount from high to low.
*
* @param sourceType the source type
* @param targetType the target type
* @param amount the amount
* @return common converted amount from high to low
*/
public static BigDecimal getCommonConvertedAmountFromHighToLow(
AreaEnum sourceType, AreaEnum targetType, BigDecimal amount) {
if (sourceType == targetType) {
return amount;
}
BigDecimal result = amount;
boolean startFlag = false;
for (AreaEnum t : AreaEnum.values()) {
if (sourceType == t && startFlag == false) {
startFlag = true;
continue;
}
if (startFlag) {
BigDecimal srcAmountVal = t.getUpperToLowerVal();
result = result.multiply(srcAmountVal);
if (t == targetType) {
break;
}
}
}
return result;
}
/**
* Gets common converted amount from low to high.
*
* @param sourceType the source type
* @param targetType the target type
* @param originalAmount the original amount
* @param calculatedAmount the calculated amount
* @return the common converted amount from low to high
*/
public static BigDecimal getCommonConvertedAmountFromLowToHigh(
AreaEnum sourceType,
AreaEnum targetType,
BigDecimal originalAmount,
BigDecimal calculatedAmount) {
if (sourceType == targetType) {
return calculatedAmount;
}
BigDecimal result = BigDecimal.ONE;
boolean startFlag = false;
AreaEnum[] vv = AreaEnum.values();
int len = vv.length - 1;
for (int i = len; i >= 0; --i) {
AreaEnum t = vv[i];
if (sourceType == t && startFlag == false) {
startFlag = true;
continue;
}
if (startFlag) {
BigDecimal srcAmountVal = t.getLowerToUpperVal();
result = result.multiply(srcAmountVal, Constant.MC);
if (t == targetType) {
break;
}
}
}
return calculatedAmount.multiply(result);
}
private static BigDecimal getConvertedAmountFromHighToLow(
AreaEnum sourceType, AreaEnum targetType, BigDecimal amount) {
BigDecimal updatedAmount = null;
BigDecimal tmp = SQ_MILE_TO_SQ_KM.multiply(AreaEnum.SQ_YARD.getUpperToLowerVal());
if (sourceType == targetType) {
return amount;
}
if (isCommonRuleApplicable(sourceType, targetType)) {
updatedAmount = getCommonConvertedAmountFromHighToLow(sourceType, targetType, amount);
return updatedAmount.abs(Constant.MC);
}
if (sourceType == AreaEnum.SQ_MILE) {
updatedAmount = amount.multiply(SQ_MILE_TO_SQ_KM);
} else if (sourceType == AreaEnum.SQ_YARD) {
updatedAmount = amount.multiply(SQ_YARD_TO_SQ_KM);
} else if (sourceType == AreaEnum.SQ_FOOT) {
updatedAmount = amount.multiply(SQ_FT_TO_SQ_KM);
} else if (sourceType == AreaEnum.SQ_INCH) {
updatedAmount = amount.multiply(SQ_INCH_TO_SQ_KM);
}
updatedAmount =
getCommonConvertedAmountFromHighToLow(AreaEnum.SQ_KM, targetType, updatedAmount);
return updatedAmount.abs(Constant.MC);
}
/**
* Gets converted amount.
*
* @param sourceType the source type
* @param targetType the target type
* @param amount the amount
* @return the converted amount
*/
public static BigDecimal getConvertedAmount(
AreaEnum sourceType, AreaEnum targetType, BigDecimal amount) {
if (sourceType == targetType) {
return amount;
}
if (isSourceToTargetOrderDescending(sourceType, targetType, amount)) {
return getConvertedAmountFromHighToLow(sourceType, targetType, amount);
}
return getConvertedAmountFromLowToHigh(sourceType, targetType, amount);
}
private static boolean isSourceToTargetOrderDescending(
AreaEnum sourceType, AreaEnum targetType, BigDecimal amount) {
boolean flag = false;
for (AreaEnum t : AreaEnum.values()) {
if (sourceType == t) {
flag = true;
break;
}
if (targetType == t) {
flag = false;
break;
}
}
return flag;
}
private static BigDecimal getConvertedAmountFromLowToHigh(
AreaEnum sourceType, AreaEnum targetType, BigDecimal amount) {
BigDecimal updatedAmount = null;
if (sourceType == targetType) {
return amount;
}
if (isCommonRuleApplicable(targetType, sourceType)) {
updatedAmount = getCommonConvertedAmountFromLowToHigh(sourceType, targetType, amount, amount);
return updatedAmount.abs(Constant.MC);
}
// First convert everything to inch, the middle point
if (sourceType == AreaEnum.SQ_CM) {
updatedAmount = SQ_CM_TO_SQ_INCH;
} else if (sourceType == AreaEnum.SQ_METER) {
updatedAmount = Constant.TEN_THOUSAND.multiply(SQ_CM_TO_SQ_INCH);
} else if (sourceType == AreaEnum.HECTARE) {
updatedAmount = HECTRE_TO_SQ_INCH;
} else if (sourceType == AreaEnum.SQ_KM) {
updatedAmount = SQ_KM_TO_SQ_INCH;
}
updatedAmount = updatedAmount.multiply(amount);
updatedAmount =
getCommonConvertedAmountFromLowToHigh(AreaEnum.SQ_INCH, targetType, amount, updatedAmount);
return updatedAmount;
}
}
/**
* Formats the specified number and returns a string representation.
*
* @param item item
* @param pics pictures
* @param ii input info
* @return picture variables
* @throws QueryException query exception
*/
private byte[] format(final ANum item, final Picture[] pics, final InputInfo ii)
throws QueryException {
// Rule 1: return results for NaN
final double d = item.dbl(ii);
if (Double.isNaN(d)) return nan;
// Rule 2: check if value if negative (smaller than zero or -0)
final boolean neg = d < 0 || d == 0 && Double.doubleToLongBits(d) == Long.MIN_VALUE;
final Picture pic = pics[neg && pics.length == 2 ? 1 : 0];
final IntList res = new IntList(), intgr = new IntList(), fract = new IntList();
int exp = 0;
// Rule 3: percent/permille
ANum num = item;
if (pic.pc) num = (ANum) Calc.MULT.ev(num, Int.get(100), ii);
if (pic.pm) num = (ANum) Calc.MULT.ev(num, Int.get(1000), ii);
if (Double.isInfinite(num.dbl(ii))) {
// Rule 4: infinity
intgr.add(new TokenParser(inf).toArray());
} else {
// Rule 5: exponent
if (pic.minExp != 0 && d != 0) {
BigDecimal dec = num.dec(ii).abs().stripTrailingZeros();
int scl = 0;
if (dec.compareTo(BigDecimal.ONE) >= 0) {
scl = dec.setScale(0, RoundingMode.HALF_DOWN).precision();
} else {
while (dec.compareTo(BigDecimal.ONE) < 0) {
dec = dec.multiply(BigDecimal.TEN);
scl--;
}
scl++;
}
exp = scl - pic.min[0];
if (exp != 0) {
final BigDecimal n = BigDecimal.TEN.pow(Math.abs(exp));
num = (ANum) Calc.MULT.ev(num, Dec.get(exp > 0 ? BigDecimal.ONE.divide(n) : n), ii);
}
}
num = num.round(pic.maxFrac, true).abs();
// convert positive number to string
final String s =
(num instanceof Dbl || num instanceof Flt
? Dec.get(BigDecimal.valueOf(num.dbl(ii)))
: num)
.toString();
// integer/fractional separator
final int sep = s.indexOf('.');
// create integer part
final int sl = s.length();
final int il = sep == -1 ? sl : sep;
for (int i = il; i < pic.min[0]; ++i) intgr.add(zero);
// fractional number: skip leading 0
if (!s.startsWith("0.") || pic.min[0] > 0) {
for (int i = 0; i < il; i++) intgr.add(zero + s.charAt(i) - '0');
}
// squeeze in grouping separators
if (pic.group[0].length == 1 && pic.group[0][0] > 0) {
// regular pattern with repeating separators
for (int p = intgr.size() - (neg ? 2 : 1); p > 0; --p) {
if (p % pic.group[0][0] == 0) intgr.insert(intgr.size() - p, grouping);
}
} else {
// irregular pattern, or no separators at all
final int gl = pic.group[0].length;
for (int g = 0; g < gl; ++g) {
final int pos = intgr.size() - pic.group[0][g];
if (pos > 0) intgr.insert(pos, grouping);
}
}
// create fractional part
final int fl = sep == -1 ? 0 : sl - il - 1;
if (fl != 0) for (int i = sep + 1; i < sl; i++) fract.add(zero + s.charAt(i) - '0');
for (int i = fl; i < pic.min[1]; ++i) fract.add(zero);
// squeeze in grouping separators in a reverse manner
final int ul = fract.size();
for (int p = pic.group[1].length - 1; p >= 0; p--) {
final int pos = pic.group[1][p];
if (pos < ul) fract.insert(pos, grouping);
}
}
// add minus sign
if (neg && pics.length != 2) res.add(minus);
// add prefix and integer part
res.add(pic.prefSuf[0].toArray()).add(intgr.finish());
// add fractional part
if (!fract.isEmpty()) res.add(decimal).add(fract.finish());
// add exponent
if (pic.minExp != 0) {
res.add(exponent);
if (exp < 0) res.add(minus);
final String s = Integer.toString(Math.abs(exp));
final int sl = s.length();
for (int i = sl; i < pic.minExp; i++) res.add(zero);
for (int i = 0; i < sl; i++) res.add(zero + s.charAt(i) - '0');
}
// add suffix
res.add(pic.prefSuf[1].toArray());
return new TokenBuilder(res.finish()).finish();
}
public static BigDecimal inverse(BigDecimal rate) {
return BigDecimal.ONE.divide(rate, 10, BigDecimal.ROUND_HALF_DOWN);
}
public ExchangeRate inverse() {
BigDecimal inverse = BigDecimal.ONE.divide(value, 10, BigDecimal.ROUND_HALF_DOWN);
return new ExchangeRate(time, inverse);
}
public static BigDecimal sqrt(BigDecimal squarD, int scalar) {
// Static constants - perhaps initialize in class Vladimir!
BigDecimal TWO = new BigDecimal(2);
double SQRT_10 = 3.162277660168379332;
MathContext rootMC = new MathContext(scalar);
// General number and precision checking
int sign = squarD.signum();
if (sign == -1) throw new ArithmeticException("\nSquare root of a negative number: " + squarD);
else if (sign == 0) return squarD.round(rootMC);
int prec = rootMC.getPrecision(); // the requested precision
if (prec == 0)
throw new IllegalArgumentException("\nMost roots won't have infinite precision = 0");
// Initial precision is that of double numbers 2^63/2 ~ 4E18
int BITS = 62; // 63-1 an even number of number bits
int nInit = 16; // precision seems 16 to 18 digits
MathContext nMC = new MathContext(18, RoundingMode.HALF_UP);
// Iteration variables, for the square root x and the reciprocal v
BigDecimal x = null, e = null; // initial x: x0 ~ sqrt()
BigDecimal v = null, g = null; // initial v: v0 = 1/(2*x)
// Estimate the square root with the foremost 62 bits of squarD
BigInteger bi = squarD.unscaledValue(); // bi and scale are a tandem
int biLen = bi.bitLength();
int shift = Math.max(0, biLen - BITS + (biLen % 2 == 0 ? 0 : 1)); // even
// shift..
bi = bi.shiftRight(shift); // ..floors to 62 or 63 bit BigInteger
double root = Math.sqrt(bi.doubleValue());
BigDecimal halfBack = new BigDecimal(BigInteger.ONE.shiftLeft(shift / 2));
int scale = squarD.scale();
if (scale % 2 == 1) // add half scales of the root to odds..
root *= SQRT_10; // 5 -> 2, -5 -> -3 need half a scale more..
scale = (int) Math.floor(scale / 2.); // ..where 100 -> 10 shifts the
// scale
// Initial x - use double root - multiply by halfBack to unshift - set
// new scale
x = new BigDecimal(root, nMC);
x = x.multiply(halfBack, nMC); // x0 ~ sqrt()
if (scale != 0) x = x.movePointLeft(scale);
if (prec < nInit) // for prec 15 root x0 must surely be OK
return x.round(rootMC); // return small prec roots without
// iterations
// Initial v - the reciprocal
v = BigDecimal.ONE.divide(TWO.multiply(x), nMC); // v0 = 1/(2*x)
// Collect iteration precisions beforehand
ArrayList<Integer> nPrecs = new ArrayList<Integer>();
assert nInit > 3 : "Never ending loop!"; // assume nInit = 16 <= prec
// Let m be the exact digits precision in an earlier! loop
for (int m = prec + 1; m > nInit; m = m / 2 + (m > 100 ? 1 : 2)) nPrecs.add(m);
// The loop of "Square Root by Coupled Newton Iteration" for simpletons
for (int i = nPrecs.size() - 1; i > -1; i--) {
// Increase precision - next iteration supplies n exact digits
nMC =
new MathContext(
nPrecs.get(i), (i % 2 == 1) ? RoundingMode.HALF_UP : RoundingMode.HALF_DOWN);
// Next x // e = d - x^2
e = squarD.subtract(x.multiply(x, nMC), nMC);
if (i != 0) x = x.add(e.multiply(v, nMC)); // x += e*v ~ sqrt()
else {
x = x.add(e.multiply(v, rootMC), rootMC); // root x is ready!
break;
}
// Next v // g = 1 - 2*x*v
g = BigDecimal.ONE.subtract(TWO.multiply(x).multiply(v, nMC));
v = v.add(g.multiply(v, nMC)); // v += g*v ~ 1/2/sqrt()
}
return x; // return sqrt(squarD) with precision of rootMC
}