KSLMath

The default numerical precision. This represents an estimate of the precision expected for a general numerical computation. For example, two numbers x and y can be considered equal if the relative difference between them is less than the default numerical precision. This value has been defined as the square root of the machine precision

Largest argument for an exponential

Largest possible number

Use for general logging

Largest positive value which, when added to 1.0, yields 0.

A variable that can be used in algorithms to specify the maximum number of iterations. This is an object property and thus a change will change it for any algorithm that depends on this variable. Must be greater than 0

Largest positive value which, when subtracted to 1.0, yields 0.

Radix used by floating-point numbers.

Smallest argument for the exponential

Smallest number different from zero.

Typical meaningful small number for numerical calculations. A number that can be added to some value without noticeably changing the result of the computation

Computes the binomial coefficient. Computes the number of combinations of size k that can be formed from n distinct objects.

Computes the binomial coefficient. Computes the number of combinations of size k that can be formed from n distinct objects.

Compares two numbers a and b and checks if they are within the supplied precision of each other.

Returns the factorial (n!) of the number

Computes the kth root of x

Computes the natural logarithm of the factorial operator. ln(n!)

This method returns the specified value rounded to the nearest integer multiple of the specified scale.

Round the specified value upward to the next scale value.

If x <= 0.0, then return ln(Double.MIN_VALUE). Since Double.MIN_VALUE is the smallest possible value that is closest to 0.0 without being 0.0. This prevents, ln(0.0) = -Infinity from appearing in calculations.

Get the sign of the number based on the equal() method Equal is 0.0, positive is 1.0, negative is -1.0

Converts a double to a boolean. 1.0 is true. Double.NEGATIVE_INFINITY is mapped to false, Double.POSITIVE_INFINITY is mapped to true, any other double values other are mapped to false.

Converts a double to a byte. If the double is outside the natural range, then the value is set to the minimum or maximum of the range. If within the range, the value is rounded to the nearest value. For example, 4.9999 is rounded to 5.0.

Converts a double to a float. Standard loss of precision as noted by the Java Language Specification will occur as per Double.floatValue()

Converts a double to an int. If the double is outside the natural range, then the value is set to the minimum or maximum of the range. If within the range, the value is rounded to the nearest value. For example, 4.9999 is rounded to 5.0.

Converts a double to a long. If the double is outside the natural range, then the value is set to the minimum or maximum of the range. If within the range, the value is rounded to the nearest value. For example, 4.9999 is rounded to 5.0.

Converts a double to a short. If the double is outside the natural range, then the value is set to the minimum or maximum of the range. If within the range, the value is rounded to the nearest value. For example, 4.9999 is rounded to 5.0.

Returns true if Math.abs(a-b) < precision