The abs(<numeric type>) function takes one argument of any numeric data type (integer, long, number, or decimal) and returns its absolute value in the same data type.

The bitAnd(integer, integer) function accepts two arguments of integer data type. It takes them and returns the number corresponding to the bitwise and. (For example, bitAnd(11,7) returns 3.) As decimal 11 can be expressed as bitwise 1011, decimal 7 can be expressed as 111, thus the result is 11 what corresponds to decimal 3.

The bitAnd(long, long) function accepts two arguments of long data type. It takes them and returns the number corresponding to the bitwise and. (For example, bitAnd(11,7) returns 3.) As decimal 11 can be expressed as bitwise 1011, decimal 7 can be expressed as 111, thus the result is 11 what corresponds to decimal 3.

The bitIsSet(integer, integer) function accepts two arguments of integer data type. It takes them, determines the value of the bit of the first argument located on the Index and returns true or false, if the bit is 1 or 0, respectively. (For example, bitIsSet(11,3) returns true.) As decimal 11 can be expressed as bitwise 1011, the bit whose index is 3 (the fourth from the right) is 1, thus the result is true. And bitIsSet(11,2) would return false.

The bitIsSet(long, integer) function accepts one argument of long data type and one integer. It takes these arguments, determines the value of the bit of the first argument located on the Index and returns true or false, if the bit is 1 or 0, respectively. (For example, bitIsSet(11,3) returns true.) As decimal 11 can be expressed as bitwise 1011, the bit whose index is 3 (the fourth from the right) is 1, thus the result is true. And bitIsSet(11,2) would return false.

The bitLShift(integer, integer) function accepts two arguments of integer data type. It takes them and returns the number corresponding to the original number with some bits added (Shift number of bits on the left side are added and set to 0.) (For example, bitLShift(11,2) returns 44.) As decimal 11 can be expressed as bitwise 1011, thus the two bits on the right side (10) are added and the result is 101100 which corresponds to decimal 44.

The bitLShift(long, long) function accepts two arguments of long data type. It takes them and returns the number corresponding to the original number with some bits added (Shift number of bits on the left side are added and set to 0.) (For example, bitLShift(11,2) returns 44.) As decimal 11 can be expressed as bitwise 1011, thus the two bits on the right side (10) are added and the result is 101100 which corresponds to decimal 44.

The bitNegate(integer) function accepts one argument of integer data type. It returns the number corresponding to its bitwise inverted number. (For example, bitNegate(11) returns -12.) The function inverts all bits in an argument.

The bitNegate(long) function accepts one argument of long data type. It returns the number corresponding to its bitwise inverted number. (For example, bitNegate(11) returns -12.) The function inverts all bits in an argument.

The bitOr(integer, integer) function accepts two arguments of integer data type. It takes them and returns the number corresponding to the bitwise or. (For example, bitOr(11,7) returns 15.) As decimal 11 can be expressed as bitwise 1011, decimal 7 can be expressed as 111, thus the result is 1111 what corresponds to decimal 15.

The bitOr(long, long) function accepts two arguments of long data type. It takes them and returns the number corresponding to the bitwise or. (For example, bitOr(11,7) returns 15.) As decimal 11 can be expressed as bitwise 1011, decimal 7 can be expressed as 111, thus the result is 1111 what corresponds to decimal 15.

The bitRShift(integer, integer) function accepts two arguments of integer data type. It takes them and returns the number corresponding to the original number with some bits removed (Shift number of bits on the right side are removed.) (For example, bitRShift(11,2) returns 2.) As decimal 11 can be expressed as bitwise 1011, thus the two bits on the right side are removed and the result is 10 what corresponds to decimal 2.

The bitRShift(long, long) function accepts two arguments of long data type. It takes them and returns the number corresponding to the original number with some bits removed (Shift number of bits on the right side are removed.) (For example, bitRShift(11,2) returns 2.) As decimal 11 can be expressed as bitwise 1011, thus the two bits on the right side are removed and the result is 10 what corresponds to decimal 2.

The bitSet(integer, integer, boolean) function accepts three arguments. The first two are of integer data type and the third is boolean. It takes them, sets the value of the bit of the first argument located on the Index specified as the second argument to 1 or 0, if the third argument is true or false, respectively, and returns the result as an integer. (For example, bitSet(11,3,false) returns 3.) As decimal 11 can be expressed as bitwise 1011, the bit whose index is 3 (the fourth from the right) is set to 0, thus the result is 11 what corresponds to decimal 3. And bitSet(11,2,true) would return 1111 what corresponds to decimal 15.

The bitSet(long, integer, boolean) function accepts three arguments. The first is long, the second is integer, and the third is boolean. It takes them, sets the value of the bit of the first argument located on the Index specified as the second argument to 1 or 0, if the third argument is true or false, respectively, and returns the result as an integer. (For example, bitSet(11,3,false) returns 3.) As decimal 11 can be expressed as bitwise 1011, the bit whose index is 3 (the fourth from the right) is set to 0, thus the result is 11 what corresponds to decimal 3. And bitSet(11,2,true) would return 1111 what corresponds to decimal 15.

The bitXor(integer, integer) function accepts two arguments of integer data type. It takes them and returns the number corresponding to the bitwise exclusive or. (For example, bitXor(11,7) returns 12.) As decimal 11 can be expressed as bitwise 1011, decimal 7 can be expressed as 111, thus the result is 1100 what corresponds to decimal 15.

The bitXor(long, long) function accepts two arguments of long data type. It takes them and returns the number corresponding to the bitwise exclusive or. (For example, bitXor(11,7) returns 12.) As decimal 11 can be expressed as bitwise 1011, decimal 7 can be expressed as 111, thus the result is 1100 what corresponds to decimal 15.

The ceil(decimal) function takes one argument of decimal data type and returns the smallest (closest to negative infinity) double value that is greater than or equal to the argument and is equal to a mathematical integer.

The ceil(number) function takes one argument of double data type and returns the smallest (closest to negative infinity) double value that is greater than or equal to the argument and is equal to a mathematical integer.

The e() function accepts no argument and returns the Euler number.

The exp(<numeric type>) function takes one argument of any numeric data type (integer, long, number, or decimal) and returns the result of the exponential function of this argument.

The floor(decimal) function takes one argument of decimal data type and returns the largest (closest to positive infinity) double value that is less than or equal to the argument and is equal to a mathematical integer.

The floor(number) function takes one argument of double data type and returns the largest (closest to positive infinity) double value that is less than or equal to the argument and is equal to a mathematical integer.

The setRandomSeed(long) takes one long argument and generates the seed for all functions that generate values at random.

This function should be used in the preExecute() function or method.

In such a case, all values generated at random do not change on different runs of the graph, they even remain the same after the graph is resetted.

The log(<numeric type>) takes one argument of any numeric data type (integer, long, number, or decimal) and returns the result of the natural logarithm of this argument.

The log10(<numeric type>) function takes one argument of any numeric data type (integer, long, number, or decimal) and returns the result of the logarithm of this argument to the base 10.

The pi() function accepts no argument and returns the pi number.

The pow(<numeric type>, <numeric type>) function takes two arguments of any numeric data types (that do not need to be the same, integer, long, number, or decimal) and returns the exponential function of the first argument as the exponent with the second as the base.

The random() function accepts no argument and returns a random positive double greater than or equal to 0.0 and less than 1.0.

The randomBoolean() function accepts no argument and generates at random boolean values true or false. If these values are sent to any numeric data type field, they are converted to their numeric representation automatically (1 or 0, respectively).

The randomGaussian() function accepts no argument and generates at random both positive and negative values of number data type in a Gaussian distribution.

The randomInteger() function accepts no argument and generates at random both positive and negative integer values.

The randomInteger(integer, integer) function accepts two argument of integer data types and returns a random integer value greater than or equal to Minimum and less than or equal to Maximum.

The randomLong() function accepts no argument and generates at random both positive and negative long values.

The randomLong(long, long) function accepts two argument of long data types and returns a random long value greater than or equal to Minimum and less than or equal to Maximum.

The round(decimal) function takes one argument of decimal data type and returns the long that is closest to this argument. Decimal is converted to number prior to the operation.

The round(number) function takes one argument of number data type and returns the long that is closest to this argument.

The sqrt(mumerictype) function takes one argument of any numeric data type (integer, long, number, or decimal) and returns the square root of this argument.