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Addition of two values:
1 + 2orx + y
Subtraction of two values:
1 - 2orx - y
Multiplication of two values:
1 * 2orx * y
Division of two values:
1 / 2orx / y
Integer division of two values:
1 // 2orx // y
Modulo of a value:
5 % 2orx % y
Power of a value:
3 ** 2orx ** y
Negatiation of a number value:
-5or-x
Factorial of a number value:
!5
Bitwise Not
~5or~x
Bit-Shift left
5 << 2
Bit-Shift right
4 >> 2
Bit-Or
4 | 2
Bit-And
4 & 2
Boolean And
true && false
Boolean Or
true || false
Boolean XOr
true ^ false
Boolean equal
5 == 4
Boolean equal ignore case
"abc" =i "ABC"
Boolean not equal
5 != 4
Boolean not equal ignore case
"abc" !=i "ABC"
Boolean lower
5 < 4
Boolean lower equal
5 <= 4
Boolean upper
5 > 4
Boolean upper equal
5 >= 4
Boolean not
not true
Boolean array or string contains value
"a" in "array"
1 in [1,2,3]
Boolean array or string not contains value
"a" not in "array"
1 not in [1,2,3]
Euler Number: e
Pi: pi
Current date and time: DateTime.Now*
Returns the absolute value of a number.
Abs(number)Abs(Array<number>)Example:
Abs(-1)=> 1
Abs(2)=> 2
Abs([-3,4])=> [3,4]
Returns the angle whose cosine is the specified number.
ACos(number)ACos(Array<number>)Example:
ACos(0)=> 1
ACos([0, 0.5])=> [1, 1.04719755]
Returns the angle whose hyperbolic cosine is the specified number.
ACosH(number)ACosH(Array<number>)Example:
ACosH(1)=> 0
ACosH([1,2])=> [0, 1.316...]
Returns the angle whose sine is the specified number.
ASin(number)ASin(Array<number>)Example:
ASin(0)=> 0
ASin([0, 0.5])=> [0, 0.5235...]
Returns the angle whose hyperbolic sine is the specified number.
ASinH(number)ASinH(Array<number>)Example:
ASinH(0)=> 0
ASinH([0, 1])=> [0, 0.8813...]
Returns the angle whose tangent is the specified number.
ATan(number)ATan(Array<number>)Example:
ATan(0)=> 0
ATan([0, 1])=> [0, 0.7853...]
Returns the angle whose tangent is the quotient of two specified numbers.
ATan2(number, number)ATan2(Array<number>, number)ATan2(number, Array<number>)ATan2(Array<number>, Array<number>)Example:
ATan2(1, 1)=> 0.78539816339744828
ATan2(Array<number>, number)=>
ATan2(number, Array<number>)=>
ATan2(Array<number>, Array<number>)=>
Returns the angle whose hyperbolic tangent is the specified number.
ATanH(number)ATanH(Array<number>)Example:
ATanH(0.5)=> 0.54930614433405489
ATanH(Array<number>)=>
Returns the cube root of a specified number.
Cbrt(number)Cbrt(Array<number>)Example:
Cbrt(27)=> 3
Cbrt(Array<number>)=>
Returns the cosine of the specified angle.
Cos(number)Cos(Array<number>)Example:
Cos(1)=> 0.54030230586813977
Cos(Array<number>)=>
Returns the hyperbolic cosine of the specified angle.
CosH(number)CosH(Array<number>)Example:
CosH(1)=> 1.5430806348152437
CosH(Array<number>)=>
Returns the smallest integral value that is greater than or equal to the specified decimal number.
Ceilling(number)Ceilling(Array<number>)Example:
Ceilling(1.1)=> 2.0
Ceilling(Array<number>)=>
Returns value clamped to the inclusive range of min and max.
Clamp(number, number, number)Clamp(Array<number>, number, number)Clamp(number, Array<number>, number)Clamp(number, number, Array<number>)Clamp(Array<number>, Array<number>, number)Clamp(number, Array<number>, Array<number>)Clamp(Array<number>, Array<number>, Array<number>)Example:
Clamp(1, 10, 20)=> 10
Clamp(number, number, number)=>
Clamp(number, number, number)=>
Clamp(number, number, number)=>
Clamp(number, number, number)=>
Clamp(number, number, number)=>
Clamp(number, number, number)=>
CrossSum(number)CrossSum(Array<number>)Example:
CrossSum(1800)=> 9
CrossSum(number)=>
Returns e raised to the specified power.
Exp(number)Exp(Array<number>)Example:
Exp(2)=> 7.38905609893065
Exp(number)=>
Returns the largest integral value less than or equal to the specified decimal number.
Floor(number)Floor(Array<number>)Example:
Floor(1.1)=> 1.0
Floor(number)=>
Returns the natural (base e) logarithm of a specified number.
Log(number, number)Log(Array<number>, number)Log(number, Array<number>)Log(Array<number>, Array<number>)Example:
Log(12, 2)=> 3.5849625007211561
Log(number, number)=>
Log(number, number)=>
Log(number, number)=>
Returns the base 2 logarithm of a specified number.
Log2(number)Log2(Array<number>)Example:
Log2(12)=> 3.5849625007211561
Log2(number)=>
Returns the base 10 logarithm of a specified number.
Log10(number)Log10(Array<number>)Example:
Log10(12)=> 1.0791812460476249
Log10(number)=>
Returns the larger of two or more decimal numbers.
Max(Array<number>)Max(number, number)Example:
Max(Array<number>)=>
Max(2, 3)=> 3
Returns the smaller of two or more decimal numbers.
Min(Array<number>)Min(number, number)Example:
Min(Array<number>)=>
Min(2, 3)=> 2
Returns a specified number raised to the specified power.
Pow(number, number)Pow(Array<number>, number)Pow(number, Array<number>)Pow(Array<number>, Array<number>)Example:
Pow(3, 2)=> 9
Pow(number, number)=>
Pow(number, number)=>
Pow(number, number)=>
Rounds a decimal value to the nearest integral value, and rounds midpoint values to the nearest even number.
Round(number)Round(Array<number>)Example:
Round(2.2)=> 2.0
Round(number)=>
Rounds a decimal value to a specified number of fractional digits, and rounds midpoint values to the nearest even number.
Round(number, number)Round(Array<number>, number)Round(number, Array<number>)Round(Array<number>, Array<number>)Example:
Round(2.234, 2)=> 2.23
Round(number, number)=>
Round(number, number)=>
Round(number, number)=>
Root(number, number)Root(Array<number>, number)Root(number, Array<number>)Root(Array<number>, Array<number>)Example:
Root(9, 2)=> 3
Root(number, number)=>
Root(number, number)=>
Root(number, number)=>
Returns the sine of the specified angle.
Sin(number)Sin(Array<number>)Example:
Sin(1)=> 0.8414709848078965
Sin(number)=>
Returns the hyperbolic sine of the specified angle.
SinH(number)SinH(Array<number>)Example:
SinH(1)=> 1.1752011936438014
SinH(number)=>
Returns the square root of a specified number.
Sqrt(number)Sqrt(Array<number>)Example:
Sqrt(16)=> 4
Sqrt(number)=>
Returns the tangent of the specified angle.
Tan(number)Tan(Array<number>)Example:
Tan(1)=> 1.5574077246549023
Tan(number)=>
Returns the hyperbolic tangent of the specified angle.
TanH(number)TanH(Array<number>)Example:
TanH(1)=> 0.76159415595576485
TanH(number)=>
Calculates the integral part of a specified decimal number.
Truncate(number)Truncate(Array<number>)Example:
Truncate(1.234)=> 1
Truncate(number)=>
Computes the p-Norm.
Norm(Array<number>, number)Example:
Norm(Array<number>, number)=>
Calculates the L2 norm of the vector, also known as Euclidean norm.
EulerNorm(Array<number>)Example:
EulerNorm(Array<number>)=>
Calculates the infinity norm of the vector.
MaxNorm(Array<number>)Example:
MaxNorm(Array<number>)=>
Returns the greatest common divisor ( gcd ) of two integers using Euclid's algorithm.
Gcd(number, number)Gcd(Array<number>, number)Gcd(number, Array<number>)Gcd(Array<number>, Array<number>)Example:
Gcd(10, 5)=> 5
Gcd(number, number)=>
Gcd(number, number)=>
Gcd(number, number)=>
Returns the least common multiple ( lcm ) of two integers using Euclid's algorithm.
Lcm(number, number)Lcm(Array<number>, number)Lcm(number, Array<number>)Lcm(Array<number>, Array<number>)Example:
Lcm(10, 5)=> 10
Lcm(number, number)=>
Lcm(number, number)=>
Lcm(number, number)=>
Computes the dot product between two vectors.
DotProduct(Array<number>, Array<number>)Example:
DotProduct(Array<number>, Array<number>)=>
Computes the binomial coefficient: n choose k.
Binomial(number, number)Binomial(Array<number>, number)Binomial(number, Array<number>)Binomial(Array<number>, Array<number>)Example:
Binomial(3, 2)=> 3
Binomial(number, number)=>
Binomial(number, number)=>
Binomial(number, number)=>
Trigonometric principal Arc Cotangent in radian
ACot(number)ACot(Array<number>)Example:
ACot(1)=> 0.78539816339744828
ACot(number)=>
Hyperbolic Area Cotangent
ACotH(number)ACotH(Array<number>)Example:
ACotH(10)=> 0.10033534773107562
ACotH(number)=>
Trigonometric principal Arc Cosecant of this Complex number.
ACsc(number)ACsc(Array<number>)Example:
ACsc(1)=> 1.5707963267948966
ACsc(number)=>
Hyperbolic Area Cosecant
ACscH(number)ACscH(Array<number>)Example:
ACscH(1)=> 0.88137358701954294
ACscH(number)=>
Trigonometric principal Arc Secant in radian
ASec(number)ASec(Array<number>)Example:
ASec(1)=> 0
ASec(number)=>
Hyperbolic Area Secant
ASecH(number)ASecH(Array<number>)Example:
ASecH(1)=> 0
ASecH(number)=>
Trigonometric Cotangent of an angle in radian, or adjacent / opposite. Reciprocal of the tangent.
Cot(number)Cot(Array<number>)Example:
Cot(1)=> 0.64209261593433065
Cot(number)=>
Hyperbolic Cotangent
CotH(number)CotH(Array<number>)Example:
CotH(1)=> 1.3130352854993312
CotH(number)=>
Trigonometric Cosecant of an angle in radian, or hypotenuse / opposite. Reciprocal of the sine.
Csc(number)Csc(Array<number>)Example:
Csc(1)=> 1.1883951057781212
Csc(number)=>
Hyperbolic Cosecant
CscH(number)CscH(Array<number>)Example:
CscH(1)=> 0.85091812823932156
CscH(number)=>
Trigonometric Secant of an angle in radian, or hypotenuse / adjacent. Reciprocal of the cosine.
Sec(number)Sec(Array<number>)Example:
Sec(1)=> 1.8508157176809255
Sec(number)=>
Hyperbolic Secant
SecH(number)SecH(Array<number>)Example:
SecH(1)=> 0.64805427366388546
SecH(number)=>
Estimates the unbiased population covariance from the provided samples. On a dataset of size N will use an N-1 normalizer (Bessel's correction). Returns NaN if data has less than two entries or if any entry is NaN.
CoVariance(Array<number>, Array<number>)Example:
CoVariance(Array<number>, Array<number>)=>
Evaluates the sample mean, an estimate of the population mean. Returns NaN if data is empty or if any entry is NaN.
Mean(Array<number>)Example:
Mean(Array<number>)=>
Estimates the sample median from the provided samples.
Median(Array<number>)Example:
Median(Array<number>)=>
Computes the Pearson Product-Moment Correlation coefficient.
Pearson(Array<number>, Array<number>)Example:
Pearson(Array<number>, Array<number>)=>
Estimates the tau-th quantile from the provided samples. The tau-th quantile is the data value where the cumulative distribution function crosses tau. Approximately median-unbiased regardless of the sample distribution.
Quantil(Array<number>, number)Example:
Quantil(Array<number>, number)=>
Computes the Spearman Ranked Correlation coefficient.
Spearman(Array<number>, Array<number>)Example:
Spearman(Array<number>, Array<number>)=>
Estimates the unbiased population standard deviation from the provided samples. On a dataset of size N will use an N-1 normalizer (Bessel's correction). Returns NaN if data has less than two entries or if any entry is NaN.
Std(Array<number>)Example:
Std(Array<number>)=>
Estimates the unbiased population variance from the provided samples. On a dataset of size N will use an N-1 normalizer (Bessel's correction). Returns NaN if data has less than two entries or if any entry is NaN.
Variance(Array<number>)Example:
Variance(Array<number>)=>
Concat(string, string)Concat(Array<object>, Array<object>)Example:
Concat("a", "bc")=> "abc"
Concat([1], [2,3])=> [1,2,3]
Count(string)Count(Array<object>)Example:
Count("abc")=> 3
Count([1,2])=> 2
Distinct(string)Distinct(Array<object>)Example:
Distinct("abca")=> "abc"
Distinct([1,2,3,1])=> [1,2,3]
Difference()Example:
=>
HasDuplicates(string)HasDuplicates(Array<object>)Example:
HasDuplicates("abca")=> true
HasDuplicates([1,2,3,1])=> true
DateTime()Example:
Except()Example:
IndexOf()Example:
Lower(string)Lower(Array<string>)Example:
Upper("ABC")=> "abc"
Upper(["A", "B"])=> ["a","b"]
Reverse(string)Reverse(Array<object>)Example:
Reverse("abc")=> "cba"
Reverse([1,2,3])=> [3,2,1]
Upper(string)Upper(Array<string>)Example:
Upper("abc")=> "ABC"
Upper(["a","b"])=> ["A", "B"]
HasAny(Array<object>)Example:
HasAny([])=> false
HasAny([1,2])=> true
Sort(string)Sort(Array<object>)Example:
Sort("acb")=> "abc"
Sort([2,3,1])=> [1,2,3]
Trim(string)Trim(Array<object>)Example:
Trim(" aa ")=> "aa"
Trim(Array<object>)=>
IsString(object)Example:
IsString(123)=> false
IsNumber(object)Example:
IsNumber("123")=> false
IsBoolean(object)Example:
IsBoolean(true)=> true
IsDatetime(object)Example:
IsDatetime(123)=> false
IsArray(object)Example:
IsArray([1,2])=> true
IsNull(object)Example:
IsNull(123)=> false
IsWhitespace(string)Example:
IsWhitespace(" asda")=> false
ToNumber(object)Example:
ToNumber("123")=> 123
ToString(object)Example:
ToString(123)=> "123"
ToBoolean(object)Example:
ToBoolean(1)=> true
ToArray(object)Example:
ToArray("Test")=> ["T","e","s","t"]
Converts a degree (360-periodic) angle to a grad (400-periodic) angle.
DegreeToGrad(number)DegreeToGrad(Array<number>)Example:
DegreeToGrad(number)=>
DegreeToGrad(Array<number>)=>
Converts a degree (360-periodic) angle to a radian (2*Pi-periodic) angle.
DegreeToRadian(number)DegreeToRadian(Array<number>)Example:
DegreeToRadian(number)=>
DegreeToRadian(Array<number>)=>
Converts a grad (400-periodic) angle to a degree (360-periodic) angle.
GradToDegree(number)GradToDegree(Array<number>)Example:
GradToDegree(number)=>
GradToDegree(Array<number>)=>
Converts a grad (400-periodic) angle to a radian (2*Pi-periodic) angle.
GradToRadian(number)GradToRadian(Array<number>)Example:
GradToRadian(number)=>
GradToRadian(Array<number>)=>
Converts a radian (2*Pi-periodic) angle to a degree (360-periodic) angle.
RadianToDegree(number)RadianToDegree(Array<number>)Example:
RadianToDegree(number)=>
RadianToDegree(Array<number>)=>
Converts a radian (2*Pi-periodic) angle to a grad (400-periodic) angle.
RadianToGrad(number)RadianToGrad(Array<number>)Example:
RadianToGrad(number)=>
RadianToGrad(Array<number>)=>
RndDecimal()RndDecimal(number)RndDecimal(number, number)RndDecimal(number, number, number)Example:
RndDecimal()=> A random integer number
RndDecimal(count)=> An array with count of random integer numbers
RndDecimal(min, max)=> A random integer number between min (including) and max (excluding)
RndDecimal(count, min, max)=> An array with count of random integer numbers between min (including) and max (excluding)
RndInteger()RndInteger(number)RndInteger(number, number)RndInteger(number, number, number)Example:
RndInteger()=> A random decimal number
RndInteger(number)=> An array with count of random decimal numbers
RndInteger(number, number)=> A random decimal number between min (including) and max (excluding)
RndInteger(number, number, number)=> An array with count of random decimal numbers between min (including) and max (excluding)
To create an array, just write the array like in javascript or python:
[1,2,3,4,5]creates an array with 1 to 5
The indexing and slicing of an array work nearly like in python:
array[2]=> return the second element
array[-1]=> returns the last element
For the next examples, the first argument is the "index" the second is the "count" and the third is the "step". The step can't be negative.
array[2:5]=> returns an array with the second, third and fourth element`array[1:6:2] => returns array with the first, third and fifth element
Some of the descriptions are from the Microsoft and Math.Net documentations, cause the functions based on their implementations.