Release 2.1.0
API changes
Use DefaultBigDecimalMath
to avoid passing MathContext
Due to popular demand a convenience class DefaultBigDecimalMath
was added that provides mathematical functions
where the MathContext
must not be passed every time.
The class DefaultBigDecimalMath
is a wrapper around BigDecimalMath
that passes always the same default MathContext
to the
functions that need a MathContext
argument.
This class is designed for applications that will always need the same precision in all calculations.
The initial default MathContext
is equivalent to MathContext.DECIMAL128
but this can be overridden by setting the following system properties:
ch.obermuhlner.math.big.default.precision
to a positive integer precision (default=34)ch.obermuhlner.math.big.default.rounding
to aRoundingMode
name (default=HALF_UP)
It is also possible to set the default MathContext
using DefaultBigDecimalMath.setDefaultMathContext(MathContext)
.
It is recommended to set the desired precision in the MathContext
early in the startup of the application.
Important: Avoid the pitfall of setting the precision temporarily for a calculation. This can lead to race conditions and calculations with the wrong precision if other threads in your application do the same thing.
Improved rounding with BigDecimalMath.roundWithTrailingZeroes()
The new function BigDecimalMath.roundWithTrailingZeroes()
rounds the specified BigDecimal
to the precision of the specified MathContext
including trailing zeroes.
Example:
MathContext mc = new MathContext(5);
System.out.println(BigDecimalMath.roundWithTrailingZeroes(new BigDecimal("1.234567"), mc)); // 1.2346
System.out.println(BigDecimalMath.roundWithTrailingZeroes(new BigDecimal("123.4567"), mc)); // 123.46
System.out.println(BigDecimalMath.roundWithTrailingZeroes(new BigDecimal("0.001234567"), mc)); // 0.0012346
System.out.println(BigDecimalMath.roundWithTrailingZeroes(new BigDecimal("1.23"), mc)); // 1.2300
System.out.println(BigDecimalMath.roundWithTrailingZeroes(new BigDecimal("1.230000"), mc)); // 1.2300
System.out.println(BigDecimalMath.roundWithTrailingZeroes(new BigDecimal("0.00123"), mc)); // 0.0012300
System.out.println(BigDecimalMath.roundWithTrailingZeroes(new BigDecimal("0"), mc)); // 0.0000
System.out.println(BigDecimalMath.roundWithTrailingZeroes(new BigDecimal("0.00000000"), mc)); // 0.0000
For consistency the normal BigDecimal.round()
function has also been provided in BigDecimalMath
.
Bugfixes
Performance improvement in log()
In release 2.0.0 the calculation precision was improved at the cost of calculation performance.
The calculation performance has now again been improved by up to factor 5 and is practically back to pre-2.0.0 levels, while the calculations are still correct to the specified precision.
Fix sqrt()
sometimes wrong in last digit with low precision.
Calculation of square root with low precision (16 digits and less) could sometimes calculate the last digit wrong.
For example:
BigDecimalMath.sqrt(new BigDecimal("43.79427225801566", new MathContext(16)));
returns 6.617724099568950
instead of 6.617724099568949
This has been fixed.
Fix BigDecimalMath
functions with MathContext.UNLIMITED
The behaviour of the BigDecimalMath
functions when being used with the MathContext.UNLIMITED
was badly defined.
In many cases the calculation was done with a low precision like 10.
The functions that calculate the result with an algorithm using well defined and obvious operations
may throw the same ArithmeticException
as the underlying BigDecimal
operations
if the specified MathContext
has a precision of 0 (for example MathContext.UNLIMITED
):
BigDecimalMath.reciprocal(BigDecimal)
BigDecimalMath.bernoulli(int, MathContext)
BigDecimalMath.factorial(BigDecimal, MathContext)
with integer argumentBigDecimalMath.gamma(BigDecimal, MathContext)
with integer argumentBigDecimalMath.pow(BigDecimal, long, MathContext)
All other functions that use approximations to calculate the result will throw a UnsupportedOperationException
if the specified MathContext
has a precision of 0 (for example MathContext.UNLIMITED
):
BigDecimalMath.factorial(BigDecimal, MathContext)
with non-integer argumentBigDecimalMath.gamma(BigDecimal, MathContext)
with non-integer argumentBigDecimalMath.pow(BigDecimal, BigDecimal, MathContext)
BigDecimalMath.sqrt(BigDecimal, MathContext)
BigDecimalMath.root(BigDecimal, BigDecimal, MathContext)
BigDecimalMath.log(BigDecimal, MathContext)
BigDecimalMath.log2(BigDecimal, MathContext)
BigDecimalMath.log10(BigDecimal, MathContext)
BigDecimalMath.pi(MathContext)
BigDecimalMath.e(MathContext)
BigDecimalMath.exp(BigDecimal, MathContext)
BigDecimalMath.sin(BigDecimal, MathContext)
BigDecimalMath.asin(BigDecimal, MathContext)
BigDecimalMath.cos(BigDecimal, MathContext)
BigDecimalMath.acos(BigDecimal, MathContext)
BigDecimalMath.tan(BigDecimal, MathContext)
BigDecimalMath.atan(BigDecimal, MathContext)
BigDecimalMath.atan2(BigDecimal, BigDecimal MathContext)
BigDecimalMath.cot(BigDecimal, MathContext)
BigDecimalMath.acot(BigDecimal, MathContext)
BigDecimalMath.sinh(BigDecimal, MathContext)
BigDecimalMath.cosh(BigDecimal, MathContext)
BigDecimalMath.tanh(BigDecimal, MathContext)
BigDecimalMath.coth(BigDecimal, MathContext)
BigDecimalMath.asinh(BigDecimal, MathContext)
BigDecimalMath.acosh(BigDecimal, MathContext)
BigDecimalMath.atanh(BigDecimal, MathContext)
BigDecimalMath.acoth(BigDecimal, MathContext)
Enhancements
Added BigDecimalMath.reciprocal()
The convenience method BigDecimalMath.reciprocal(BigDecimal, MathContext)
was added.
Added BigComplexMath.factorial()
The method BigComplexMath.factorial(BigComplex x, MathContext mathContext)
was added.
It calculates the factorial in the complex domain and is equivalent to BigDecimalMath.factorial(BigDecimal x, MathContext mathContext)
.
Added BigComplexMath.gamma()
The method BigComplexMath.gamma(BigComplex x, MathContext mathContext)
was added.
It calculates the gamma function in the complex domain and is equivalent to BigDecimalMath.gamma(BigDecimal x, MathContext mathContext)
.
Added BigDecimalMath.toBigDecimal(String)
The BigDecimal(String)
constructor as provided by Java gets increasingly slower if you pass longer strings to it.
The implementation in Java 11 and before is O(n^2).
If you want to convert very long strings (10000 characters or longer) then this slow constructor may become an issue.
BigDecimalMath.toBigDecimal(String)
is a drop in replacement with the same functionality
(converting a string representation into a BigDecimal
) but it is using a faster recursive implementation.
Improved performance of BigDecimalMath.factorial(int)
The factorial functions for integer values has been heavily optimized based on the beautiful implementation written by Andriy Plokhotnyuk. Thanks Andriy for giving permission to use it.
Examples
Note: The example code is available on github, but not part of the big-math library.
No changes in the examples.