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The tutorial consists of more than 180 live examples from 40 sections. Each of the examples can be copied and run on your own environment. In addition, mXparser provides an extensive collection of over 500 built-in math functions, expressions and symbols. Familiarize yourself with the scope and the syntax. Live testing is the best way to learn. Good luck! 🙂
Tutorial Math Collection API spec Download
Below is the code for JAVA, the code for C# is almost identical.
Case 1: Full help
import org.mariuszgromada.math.mxparser.*; ... ... mXparser.consolePrintHelp();
Case 2: In-line help searching – “sine” keyword
import org.mariuszgromada.math.mxparser.*;
...
...
mXparser.consolePrintHelp("sine");
Case 3: In-line help searching – “inver” keyword
import org.mariuszgromada.math.mxparser.*;
...
...
mXparser.consolePrintHelp("inver");
Code result
Case 1: Full help
Help content:
# key word type syntax since description
- -------- ---- ------ ----- -----------
1. _number_ <number> Integer (since v.1.0): 1, -2; Decimal (since v.1.0): 0.2, -0.3, 1.2; Leading zero (since v.4.1): 001, -002.1; Scientific notation (since v.4.2): 1.2e-10, 1.2e+10, 2.3e10; No leading zero (since v.4.2): .2, -.212; Fractions (since v.4.2): 1_2, 2_1_3, 14_3; Other systems (since v.4.1): b1.111, b2.1001, b3.12021, b16.af12, h.af1, b.1001, o.01271.0 Regullar expression for decimal numbers
2. + <Operator> a + b 1.0 Addition
3. - <Operator> a - b 1.0 Subtraction
4. * <Operator> a * b 1.0 Multiplication
5. × <Operator> a × b 5.0 Multiplication - unicode math symbol
6. ⨉ <Operator> a ⨉ b 5.0 Multiplication - unicode math symbol
7. ∙ <Operator> a ∙ b 5.0 Multiplication - unicode math symbol
8. / <Operator> a / b 1.0 Division
9. ÷ <Operator> a ÷ b 5.0 Division - unicode math symbol
10. ^ <Operator> a^b 1.0 Exponentiation
11. ! <Operator> n! 1.0 Factorial
12. # <Operator> a # b 1.0 Modulo function
13. % <Operator> n% 4.1 Percentage
14. ^^ <Operator> a^^b 4.2 Tetration (hyper-4, power tower, exponential tower)
15. √ <Operator> √x 5.0 Square root function represented as unary left operator - unicode math symbol
16. ∛ <Operator> ∛x 5.0 Cube root function represented as unary left operator - unicode math symbol
17. ∜ <Operator> ∜x 5.0 Fourth root function represented as unary left operator - unicode math symbol
18. & <Boolean Operator> p & q 1.0 Logical conjunction (AND)
19. ∧ <Boolean Operator> p ∧ q 5.0 Logical conjunction (AND) - unicode math symbol
20. && <Boolean Operator> p && q 1.0 Logical conjunction (AND)
21. /\ <Boolean Operator> p /\ q 1.0 Logical conjunction (AND)
22. ⊼ <Boolean Operator> p ⊼ q 5.0 NAND - Sheffer stroke - unicode math symbol
23. ~& <Boolean Operator> p ~& q 1.0 NAND - Sheffer stroke
24. ~∧ <Boolean Operator> p ~∧ q 5.0 NAND - Sheffer stroke - unicode math symbol
25. ¬& <Boolean Operator> p ¬& q 5.0 NAND - Sheffer stroke - unicode math symbol
26. ¬∧ <Boolean Operator> p ¬∧ q 5.0 NAND - Sheffer stroke - unicode math symbol
27. ~&& <Boolean Operator> p ~&& q 1.0 NAND - Sheffer stroke
28. ~/\ <Boolean Operator> p ~/\ q 1.0 NAND - Sheffer stroke
29. ¬&& <Boolean Operator> p ¬&& q 5.0 NAND - Sheffer stroke - unicode math symbol
30. ¬/\ <Boolean Operator> p ¬/\ q 5.0 NAND - Sheffer stroke - unicode math symbol
31. | <Boolean Operator> p | q 1.0 Logical disjunction (OR)
32. ∨ <Boolean Operator> p ∨ q 5.0 Logical disjunction (OR) - unicode math symbol
33. || <Boolean Operator> p || q 1.0 Logical disjunction (OR)
34. \/ <Boolean Operator> p \/ q 1.0 Logical disjunction (OR)
35. ⊽ <Boolean Operator> p ⊽ q 5.0 Logical NOR - unicode math symbol
36. ~| <Boolean Operator> p ~| q 1.0 Logical NOR
37. ~∨ <Boolean Operator> p ~∨ q 5.0 Logical NOR - unicode math symbol
38. ¬| <Boolean Operator> p ¬| q 5.0 Logical NOR - unicode math symbol
39. ¬∨ <Boolean Operator> p ¬∨ q 5.0 Logical NOR - unicode math symbol
40. ~|| <Boolean Operator> p ~|| q 1.0 Logical NOR
41. ~\/ <Boolean Operator> p ~\/ q 1.0 Logical NOR
42. ¬|| <Boolean Operator> p ¬|| q 5.0 Logical NOR - unicode math symbol
43. ¬\/ <Boolean Operator> p ¬\/ q 5.0 Logical NOR - unicode math symbol
44. ⊻ <Boolean Operator> p ⊻ q 5.0 Exclusive or (XOR) - unicode math symbol
45. (+) <Boolean Operator> p (+) q 1.0 Exclusive or (XOR)
46. ⇒ <Boolean Operator> p ⇒ q 5.0 Implication (IMP) - unicode math symbol
47. --> <Boolean Operator> p --> q 1.0 Implication (IMP)
48. ⇐ <Boolean Operator> p ⇐ q 5.0 Converse implication (CIMP) - unicode math symbol
49. <-- <Boolean Operator> p <-- q 1.0 Converse implication (CIMP)
50. ⇏ <Boolean Operator> p ⇏ q 5.0 Material nonimplication (NIMP) - unicode math symbol
51. -/> <Boolean Operator> p -/> q 1.0 Material nonimplication (NIMP)
52. ⇍ <Boolean Operator> p ⇍ q 5.0 Converse nonimplication (CNIMP) - unicode math symbol
53. </- <Boolean Operator> p </- q 1.0 Converse nonimplication (CNIMP)
54. ⇔ <Boolean Operator> p ⇔ q 5.0 Logical biconditional (EQV) - unicode math symbol
55. <-> <Boolean Operator> p <-> q 1.0 Logical biconditional (EQV)
56. ~ <Boolean Operator> ~p 1.0 Negation
57. ¬ <Boolean Operator> ¬p 5.0 Negation - unicode math symbol
58. = <Binary Relation> a = b 1.0 Equality
59. == <Binary Relation> a == b 1.0 Equality
60. ≠ <Binary Relation> a ≠ b 5.0 Inequation - unicode math symbol
61. <> <Binary Relation> a <> b 1.0 Inequation
62. ~= <Binary Relation> a ~= b 1.0 Inequation
63. != <Binary Relation> a != b 1.0 Inequation
64. < <Binary Relation> a < b 1.0 Lower than
65. > <Binary Relation> a > b 1.0 Greater than
66. ≤ <Binary Relation> a ≤ b 5.0 Lower or equal - unicode math symbol
67. ⋜ <Binary Relation> a ⋜ b 5.0 Lower or equal - unicode math symbol
68. <= <Binary Relation> a <= b 1.0 Lower or equal
69. ≥ <Binary Relation> a ≥ b 5.0 Greater or equal - unicode math symbol
70. ⋝ <Binary Relation> a ⋝ b 5.0 Greater or equal - unicode math symbol
71. >= <Binary Relation> a >= b 1.0 Greater or equal
72. sin <Unary Function> sin(x) 1.0 Trigonometric sine function
73. cos <Unary Function> cos(x) 1.0 Trigonometric cosine function
74. tg <Unary Function> tg(x) 1.0 Trigonometric tangent function
75. tan <Unary Function> tan(x) 1.0 Trigonometric tangent function
76. ctg <Unary Function> ctg(x) 1.0 Trigonometric cotangent function
77. cot <Unary Function> cot(x) 1.0 Trigonometric cotangent function
78. ctan <Unary Function> ctan(x) 1.0 Trigonometric cotangent function
79. sec <Unary Function> sec(x) 1.0 Trigonometric secant function
80. csc <Unary Function> csc(x) 1.0 Trigonometric cosecant function
81. cosec <Unary Function> cosec(x) 1.0 Trigonometric cosecant function
82. asin <Unary Function> asin(x) 1.0 Inverse trigonometric sine function
83. arsin <Unary Function> arsin(x) 1.0 Inverse trigonometric sine function
84. arcsin <Unary Function> arcsin(x) 1.0 Inverse trigonometric sine function
85. acos <Unary Function> acos(x) 1.0 Inverse trigonometric cosine function
86. arcos <Unary Function> arcos(x) 1.0 Inverse trigonometric cosine function
87. arccos <Unary Function> arccos(x) 1.0 Inverse trigonometric cosine function
88. atg <Unary Function> atg(x) 1.0 Inverse trigonometric tangent function
89. atan <Unary Function> atan(x) 1.0 Inverse trigonometric tangent function
90. arctg <Unary Function> arctg(x) 1.0 Inverse trigonometric tangent function
91. arctan <Unary Function> arctan(x) 1.0 Inverse trigonometric tangent function
92. actg <Unary Function> actg(x) 1.0 Inverse trigonometric cotangent function
93. acot <Unary Function> acot(x) 1.0 Inverse trigonometric cotangent function
94. actan <Unary Function> actan(x) 1.0 Inverse trigonometric cotangent function
95. arcctg <Unary Function> arcctg(x) 1.0 Inverse trigonometric cotangent function
96. arccot <Unary Function> arccot(x) 1.0 Inverse trigonometric cotangent function
97. arcctan <Unary Function> arcctan(x) 1.0 Inverse trigonometric cotangent function
98. ln <Unary Function> ln(x) 1.0 Natural logarithm function (base e)
99. log2 <Unary Function> log2(x) 1.0 Binary logarithm function (base 2)
100. lg <Unary Function> lg(x) 5.0 Common logarithm function (base 10)
101. log10 <Unary Function> log10(x) 1.0 Common logarithm function (base 10)
102. rad <Unary Function> rad(x) 1.0 Degrees to radians function
103. exp <Unary Function> exp(x) 1.0 Exponential function
104. sqrt <Unary Function> sqrt(x) 1.0 Squre root function
105. sinh <Unary Function> sinh(x) 1.0 Hyperbolic sine function
106. cosh <Unary Function> cosh(x) 1.0 Hyperbolic cosine function
107. tgh <Unary Function> tgh(x) 1.0 Hyperbolic tangent function
108. tanh <Unary Function> tanh(x) 1.0 Hyperbolic tangent function
109. coth <Unary Function> coth(x) 1.0 Hyperbolic cotangent function
110. ctgh <Unary Function> ctgh(x) 1.0 Hyperbolic cotangent function
111. ctanh <Unary Function> ctanh(x) 1.0 Hyperbolic cotangent function
112. sech <Unary Function> sech(x) 1.0 Hyperbolic secant function
113. csch <Unary Function> csch(x) 1.0 Hyperbolic cosecant function
114. cosech <Unary Function> cosech(x) 1.0 Hyperbolic cosecant function
115. deg <Unary Function> deg(x) 1.0 Radians to degrees function
116. abs <Unary Function> abs(x) 1.0 Absolut value function
117. sgn <Unary Function> sgn(x) 1.0 Signum function
118. floor <Unary Function> floor(x) 1.0 Floor function
119. ceil <Unary Function> ceil(x) 1.0 Ceiling function
120. not <Unary Function> not(x) 1.0 Negation function
121. asinh <Unary Function> asinh(x) 1.0 Inverse hyperbolic sine function
122. arsinh <Unary Function> arsinh(x) 1.0 Inverse hyperbolic sine function
123. arcsinh <Unary Function> arcsinh(x) 1.0 Inverse hyperbolic sine function
124. acosh <Unary Function> acosh(x) 1.0 Inverse hyperbolic cosine function
125. arcosh <Unary Function> arcosh(x) 1.0 Inverse hyperbolic cosine function
126. arccosh <Unary Function> arccosh(x) 1.0 Inverse hyperbolic cosine function
127. atgh <Unary Function> atgh(x) 1.0 Inverse hyperbolic tangent function
128. atanh <Unary Function> atanh(x) 1.0 Inverse hyperbolic tangent function
129. arctgh <Unary Function> arctgh(x) 1.0 Inverse hyperbolic tangent function
130. arctanh <Unary Function> arctanh(x) 1.0 Inverse hyperbolic tangent function
131. acoth <Unary Function> acoth(x) 1.0 Inverse hyperbolic cotangent function
132. actgh <Unary Function> actgh(x) 1.0 Inverse hyperbolic cotangent function
133. actanh <Unary Function> actanh(x) 1.0 Inverse hyperbolic cotangent function
134. arcoth <Unary Function> arcoth(x) 1.0 Inverse hyperbolic cotangent function
135. arccoth <Unary Function> arccoth(x) 1.0 Inverse hyperbolic cotangent function
136. arcctgh <Unary Function> arcctgh(x) 1.0 Inverse hyperbolic cotangent function
137. arcctanh <Unary Function> arcctanh(x) 1.0 Inverse hyperbolic cotangent function
138. asech <Unary Function> asech(x) 1.0 Inverse hyperbolic secant function
139. arsech <Unary Function> arsech(x) 1.0 Inverse hyperbolic secant function
140. arcsech <Unary Function> arcsech(x) 1.0 Inverse hyperbolic secant function
141. acsch <Unary Function> acsch(x) 1.0 Inverse hyperbolic cosecant function
142. arcsch <Unary Function> arcsch(x) 1.0 Inverse hyperbolic cosecant function
143. arccsch <Unary Function> arccsch(x) 1.0 Inverse hyperbolic cosecant function
144. acosech <Unary Function> acosech(x) 1.0 Inverse hyperbolic cosecant function
145. arcosech <Unary Function> arcosech(x) 1.0 Inverse hyperbolic cosecant function
146. arccosech <Unary Function> arccosech(x) 1.0 Inverse hyperbolic cosecant function
147. Sa <Unary Function> Sa(x) 1.0 Sinc function (normalized)
148. sinc <Unary Function> sinc(x) 1.0 Sinc function (normalized)
149. Sinc <Unary Function> Sinc(x) 1.0 Sinc function (unnormalized)
150. Bell <Unary Function> Bell(n) 1.0 Bell number
151. Luc <Unary Function> Luc(n) 1.0 Lucas number
152. Fib <Unary Function> Fib(n) 1.0 Fibonacci number
153. harm <Unary Function> harm(n) 1.0 Harmonic number
154. ispr <Unary Function> ispr(n) 2.3 Prime number test (is number a prime?)
155. Pi <Unary Function> Pi(n) 2.3 Prime-counting function - Pi(x)
156. Ei <Unary Function> Ei(x) 2.3 Exponential integral function (non-elementary special function) - usage example: Ei(x)
157. li <Unary Function> li(x) 2.3 Logarithmic integral function (non-elementary special function) - usage example: li(x)
158. Li <Unary Function> Li(x) 2.3 Offset logarithmic integral function (non-elementary special function) - usage example: Li(x)
159. erf <Unary Function> erf(x) 3.0 Gauss error function (non-elementary special function) - usage example: 2 + erf(x)
160. erfc <Unary Function> erfc(x) 3.0 Gauss complementary error function (non-elementary special function) - usage example: 1 - erfc(x)
161. erfInv <Unary Function> erfInv(x) 3.0 Inverse Gauss error function (non-elementary special function) - usage example: erfInv(x)
162. erfcInv <Unary Function> erfcInv(x) 3.0 Inverse Gauss complementary error function (non-elementary special function) - usage example: erfcInv(x)
163. ulp <Unary Function> ulp(x) 3.0 Unit in The Last Place - ulp(0.1)
164. isNaN <Unary Function> isNaN(x) 4.1 Returns true = 1 if value is a Not-a-Number (NaN), false = 0 otherwise - usage example: isNaN(x)
165. ndig10 <Unary Function> ndig10(x) 4.1 Number of digits in numeral system with base 10
166. nfact <Unary Function> nfact(x) 4.1 Prime decomposition - number of distinct prime factors
167. arcsec <Unary Function> arcsec(x) 4.1 Inverse trigonometric secant
168. arccsc <Unary Function> arccsc(x) 4.1 Inverse trigonometric cosecant
169. Gamma <Unary Function> Gamma(x) 4.2 Gamma special function Γ(s)
170. LambW0 <Unary Function> LambW0(x) 4.2 Lambert-W special function, principal branch 0, also called the omega function or product logarithm
171. LambW1 <Unary Function> LambW1(x) 4.2 Lambert-W special function, branch -1, also called the omega function or product logarithm
172. sgnGamma <Unary Function> sgnGamma(x) 4.2 Signum of Gamma special function, Γ(s)
173. logGamma <Unary Function> logGamma(x) 4.2 Log Gamma special function, lnΓ(s)
174. diGamma <Unary Function> diGamma(x) 4.2 Digamma function as the logarithmic derivative of the Gamma special function, ψ(x)
175. rStud <Unary Function> rStud(v) 5.0 Random variable - Student's t-distribution
176. rChi2 <Unary Function> rChi2(k) 5.0 Random variable - Chi-squared distribution
177. log <Binary Function> log(a, b) 1.0 Logarithm function
178. mod <Binary Function> mod(a, b) 1.0 Modulo function
179. C <Binary Function> C(n, k) 1.0 Binomial coefficient function, number of k-combinations that can be drawn from n-elements set
180. nCk <Binary Function> nCk(n, k) 4.2 Binomial coefficient function, number of k-combinations that can be drawn from n-elements set
181. Bern <Binary Function> Bern(m, n) 1.0 Bernoulli numbers
182. Stirl1 <Binary Function> Stirl1(n, k) 1.0 Stirling numbers of the first kind
183. Stirl2 <Binary Function> Stirl2(n, k) 1.0 Stirling numbers of the second kind
184. Worp <Binary Function> Worp(n, k) 1.0 Worpitzky number
185. Euler <Binary Function> Euler(n, k) 1.0 Euler number
186. KDelta <Binary Function> KDelta(i, j) 1.0 Kronecker delta
187. EulerPol <Binary Function> EulerPol(m, x) 1.0 EulerPol
188. Harm <Binary Function> Harm(x, n) 1.0 Harmonic number
189. rUni <Binary Function> rUni(a, b) 3.0 Random variable - Uniform continuous distribution U(a,b), usage example: 2*rUni(2,10)
190. rUnid <Binary Function> rUnid(a, b) 3.0 Random variable - Uniform discrete distribution U{a,b}, usage example: 2*rUnid(2,100)
191. round <Binary Function> round(x, n) 3.0 Half-up rounding, usage examples: round(2.2, 0) = 2, round(2.6, 0) = 3, round(2.66,1) = 2.7
192. rNor <Binary Function> rNor(mean, stdv) 3.0 Random variable - Normal distribution N(m,s) m - mean, s - stddev, usage example: 3*rNor(0,1)
193. ndig <Binary Function> ndig(number, base) 4.1 Number of digits representing the number in numeral system with given base
194. dig10 <Binary Function> dig10(num, pos) 4.1 Digit at position 1 ... n (left -> right) or 0 ... -(n-1) (right -> left) - base 10 numeral system
195. factval <Binary Function> factval(number, factorid) 4.1 Prime decomposition - factor value at position between 1 ... nfact(n) - ascending order by factor value
196. factexp <Binary Function> factexp(number, factorid) 4.1 Prime decomposition - factor exponent / multiplicity at position between 1 ... nfact(n) - ascending order by factor value
197. root <Binary Function> root(rootorder, number) 4.1 N-th order root of a number
198. GammaL <Binary Function> GammaL(s, x) 4.2 Lower incomplete gamma special function, γ(s,x)
199. GammaU <Binary Function> GammaU(s, x) 4.2 Upper incomplete Gamma special function, Γ(s,x)
200. GammaP <Binary Function> GammaP(s, x) 4.2 Lower regularized P gamma special function, P(s,x)
201. GammaRegL <Binary Function> GammaRegL(s, x) 4.2 Lower regularized P gamma special function, P(s,x)
202. GammaQ <Binary Function> GammaQ(s, x) 4.2 Upper regularized Q Gamma special function, Q(s,x)
203. GammaRegU <Binary Function> GammaRegU(s, x) 4.2 Upper regularized Q Gamma special function, Q(s,x)
204. nPk <Binary Function> nPk(n, k) 4.2 Number of k-permutations that can be drawn from n-elements set
205. Beta <Binary Function> Beta(x, y) 4.2 The Beta special function B(x,y), also called the Euler integral of the first kind
206. logBeta <Binary Function> logBeta(x, y) 4.2 The Log Beta special function ln B(x,y), also called the Log Euler integral of the first kind, ln B(x,y)
207. pStud <Binary Function> pStud(x, v) 5.0 Probability distribution function - Student's t-distribution
208. cStud <Binary Function> cStud(x, v) 5.0 Cumulative distribution function - Student's t-distribution
209. qStud <Binary Function> qStud(p, v) 5.0 Quantile function (inverse cumulative distribution function) - Student's t-distribution
210. pChi2 <Binary Function> pStud(x, k) 5.0 Probability distribution function - Chi-squared distribution
211. cChi2 <Binary Function> cStud(x, k) 5.0 Cumulative distribution function - Chi-squared distribution
212. qChi2 <Binary Function> qStud(p, k) 5.0 Quantile function (inverse cumulative distribution function) - Chi-squared distribution
213. if <3-args Function> if(cond, expr-if-true, expr-if-false) 1.0 If function
214. chi <3-args Function> chi(x, a, b) 1.0 Characteristic function for x in (a,b)
215. CHi <3-args Function> CHi(x, a, b) 1.0 Characteristic function for x in [a,b]
216. Chi <3-args Function> Chi(x, a, b) 1.0 Characteristic function for x in [a,b)
217. cHi <3-args Function> cHi(x, a, b) 1.0 Characteristic function for x in (a,b]
218. pUni <3-args Function> pUni(x, a, b) 3.0 Probability distribution function - Uniform continuous distribution U(a,b)
219. cUni <3-args Function> cUni(a, a, b) 3.0 Cumulative distribution function - Uniform continuous distribution U(a,b)
220. qUni <3-args Function> qUni(q, a, b) 3.0 Quantile function (inverse cumulative distribution function) - Uniform continuous distribution U(a,b)
221. pNor <3-args Function> pNor(x, mean, stdv) 3.0 Probability distribution function - Normal distribution N(m,s)
222. cNor <3-args Function> cNor(x, mean, stdv) 3.0 Cumulative distribution function - Normal distribution N(m,s)
223. qNor <3-args Function> qNor(q, mean, stdv) 3.0 Quantile function (inverse cumulative distribution function)
224. dig <3-args Function> dig(num, pos, base) 4.1 Digit at position 1 ... n (left -> right) or 0 ... -(n-1) (right -> left) - numeral system with given base
225. BetaInc <3-args Function> BetaInc(x, a, b) 4.2 The incomplete beta special function B(x; a, b), also called the incomplete Euler integral of the first kind
226. BetaI <3-args Function> BetaI(x, a, b) 4.2 The regularized incomplete beta (or regularized beta) special function I(x; a, b), also called the regularized incomplete Euler integral of the first kind
227. BetaReg <3-args Function> BetaReg(x, a, b) 4.2 The regularized incomplete beta (or regularized beta) special function I(x; a, b), also called the regularized incomplete Euler integral of the first kind
228. iff <Variadic Function> iff(cond-1, expr-1; ... ; cond-n, expr-n) 1.0 If function
229. min <Variadic Function> min(a1, ..., an) 1.0 Minimum function
230. max <Variadic Function> max(a1, ..., an) 1.0 Maximum function
231. ConFrac <Variadic Function> ConFrac(a1, ..., an) 1.0 Continued fraction
232. ConPol <Variadic Function> ConPol(a1, ..., an) 1.0 Continued polynomial
233. gcd <Variadic Function> gcd(a1, ..., an) 1.0 Greatest common divisor
234. lcm <Variadic Function> lcm(a1, ..., an) 1.0 Least common multiple
235. add <Variadic Function> add(a1, ..., an) 2.4 Summation operator
236. multi <Variadic Function> multi(a1, ..., an) 2.4 Multiplication
237. mean <Variadic Function> mean(a1, ..., an) 2.4 Mean / average value
238. var <Variadic Function> var(a1, ..., an) 2.4 Bias-corrected sample variance
239. std <Variadic Function> std(a1, ..., an) 2.4 Bias-corrected sample standard deviation
240. rList <Variadic Function> rList(a1, ..., an) 3.0 Random number from given list of numbers
241. coalesce <Variadic Function> coalesce(a1, ..., an) 4.1 Returns the first non-NaN value
242. or <Variadic Function> or(a1, ..., an) 4.1 Logical disjunction (OR) - variadic
243. and <Variadic Function> and(a1, ..., an) 4.1 Logical conjunction (AND) - variadic
244. xor <Variadic Function> xor(a1, ..., an) 4.1 Exclusive or (XOR) - variadic
245. argmin <Variadic Function> argmin(a1, ..., an) 4.1 Arguments / indices of the minima
246. argmax <Variadic Function> argmax(a1, ..., an) 4.1 Arguments / indices of the maxima
247. med <Variadic Function> med(a1, ..., an) 4.1 The sample median
248. mode <Variadic Function> mode(a1, ..., an) 4.1 Mode - the value that appears most often
249. base <Variadic Function> base(b, d1, ..., dn) 4.1 Returns number in given numeral system base represented by list of digits
250. ndist <Variadic Function> ndist(v1, ..., vn) 4.1 Number of distinct values
251. ∑ <Calculus Operator> ∑(i, from, to, expr, <by>) 5.0 Summation operator - SIGMA - unicode math symbol
252. Σ <Calculus Operator> Σ(i, from, to, expr, <by>) 5.0 Summation operator - SIGMA - unicode math symbol
253. sum <Calculus Operator> sum(i, from, to, expr, <by>) 1.0 Summation operator - SIGMA
254. ∏ <Calculus Operator> ∏(i, from, to, expr, <by>) 5.0 Product operator - PI - unicode math symbol
255. ℿ <Calculus Operator> ℿ(i, from, to, expr, <by>) 5.0 Product operator - PI - unicode math symbol
256. Π <Calculus Operator> Π(i, from, to, expr, <by>) 5.0 Product operator - PI - unicode math symbol
257. prod <Calculus Operator> prod(i, from, to, expr, <by>) 1.0 Product operator - PI
258. ∫ <Calculus Operator> ∫(expr, arg, from, to) 5.0 Definite integral operator - unicode math symbol
259. int <Calculus Operator> int(expr, arg, from, to) 1.0 Definite integral operator
260. ∂ <Calculus Operator> ∂(expr, arg, <point>) 5.0 Derivative operator - unicode math symbol
261. der <Calculus Operator> der(expr, arg, <point>) 1.0 Derivative operator
262. ∂- <Calculus Operator> ∂-(expr, arg, <point>) 5.0 Left derivative operator - unicode math symbol
263. der- <Calculus Operator> der-(expr, arg, <point>) 1.0 Left derivative operator
264. ∂+ <Calculus Operator> ∂+(expr, arg, <point>) 5.0 Right derivative operator - unicode math symbol
265. der+ <Calculus Operator> der+(expr, arg, <point>) 1.0 Right derivative operator
266. dern <Calculus Operator> dern(expr, n, arg) 1.0 n-th derivative operator
267. ∆ <Calculus Operator> ∆(expr, arg, <delta>) 5.0 Forward difference operator - unicode math symbol
268. Δ <Calculus Operator> Δ(expr, arg, <delta>) 5.0 Forward difference operator - unicode math symbol
269. diff <Calculus Operator> diff(expr, arg, <delta>) 1.0 Forward difference operator
270. ∇ <Calculus Operator> ∇(expr, arg, <delta>) 5.0 Backward difference operator - unicode math symbol
271. difb <Calculus Operator> difb(expr, arg, <delta>) 1.0 Backward difference operator
272. avg <Calculus Operator> avg(i, from, to, expr, <by>) 2.4 Average operator
273. vari <Calculus Operator> vari(i, from, to, expr, <by>) 2.4 Bias-corrected sample variance operator
274. stdi <Calculus Operator> stdi(i, from, to, expr, <by>) 2.4 Bias-corrected sample standard deviation operator
275. mini <Calculus Operator> mini(i, from, to, expr, <by>) 2.4 Minimum value
276. maxi <Calculus Operator> maxi(i, from, to, expr, <by>) 2.4 Maximum value
277. solve <Calculus Operator> solve(expr, arg, from, to) 4.0 f(x) = 0 equation solving, function root finding
278. π <Constant Value> π 5.0 Pi, Archimedes' constant or Ludolph's number - unicode math symbol
279. ℼ <Constant Value> ℼ 5.0 Pi, Archimedes' constant or Ludolph's number - unicode math symbol
280. pi <Constant Value> pi 1.0 Pi, Archimedes' constant or Ludolph's number
281. e <Constant Value> e 1.0 Napier's constant, or Euler's number, base of Natural logarithm
282. ℯ <Constant Value> ℯ 5.0 Napier's constant, or Euler's number, base of Natural logarithm - unicode math symbol
283. ⅇ <Constant Value> ⅇ 5.0 Napier's constant, or Euler's number, base of Natural logarithm - unicode math symbol
284. [gam] <Constant Value> [gam] 1.0 Euler-Mascheroni constant
285. [phi] <Constant Value> [phi] 1.0 Golden ratio
286. [PN] <Constant Value> [PN] 1.0 Plastic constant
287. [B*] <Constant Value> [B*] 1.0 Embree-Trefethen constant
288. [F'd] <Constant Value> [F'd] 1.0 Feigenbaum constant alfa
289. [F'a] <Constant Value> [F'a] 1.0 Feigenbaum constant delta
290. [C2] <Constant Value> [C2] 1.0 Twin prime constant
291. [M1] <Constant Value> [M1] 1.0 Meissel-Mertens constant
292. [B2] <Constant Value> [B2] 1.0 Brun's constant for twin primes
293. [B4] <Constant Value> [B4] 1.0 Brun's constant for prime quadruplets
294. [BN'L] <Constant Value> [BN'L] 1.0 de Bruijn-Newman constant
295. [Kat] <Constant Value> [Kat] 1.0 Catalan's constant
296. [K*] <Constant Value> [K*] 1.0 Landau-Ramanujan constant
297. [K.] <Constant Value> [K.] 1.0 Viswanath's constant
298. [B'L] <Constant Value> [B'L] 1.0 Legendre's constant
299. [RS'm] <Constant Value> [RS'm] 1.0 Ramanujan-Soldner constant
300. [EB'e] <Constant Value> [EB'e] 1.0 Erdos-Borwein constant
301. [Bern] <Constant Value> [Bern] 1.0 Bernstein's constant
302. [GKW'l] <Constant Value> [GKW'l] 1.0 Gauss-Kuzmin-Wirsing constant
303. [HSM's] <Constant Value> [HSM's] 1.0 Hafner-Sarnak-McCurley constant
304. [lm] <Constant Value> [lm] 1.0 Golomb-Dickman constant
305. [Cah] <Constant Value> [Cah] 1.0 Cahen's constant
306. [Ll] <Constant Value> [Ll] 1.0 Laplace limit
307. [AG] <Constant Value> [AG] 1.0 Alladi-Grinstead constant
308. [L*] <Constant Value> [L*] 1.0 Lengyel's constant
309. [L.] <Constant Value> [L.] 1.0 Levy's constant
310. [Dz3] <Constant Value> [Dz3] 1.0 Apery's constant
311. [A3n] <Constant Value> [A3n] 1.0 Mills' constant
312. [Bh] <Constant Value> [Bh] 1.0 Backhouse's constant
313. [Pt] <Constant Value> [Pt] 1.0 Porter's constant
314. [L2] <Constant Value> [L2] 1.0 Lieb's square ice constant
315. [Nv] <Constant Value> [Nv] 1.0 Niven's constant
316. [Ks] <Constant Value> [Ks] 1.0 Sierpinski's constant
317. [Kh] <Constant Value> [Kh] 1.0 Khinchin's constant
318. [FR] <Constant Value> [FR] 1.0 Fransen-Robinson constant
319. [La] <Constant Value> [La] 1.0 Landau's constant
320. [P2] <Constant Value> [P2] 1.0 Parabolic constant
321. [Om] <Constant Value> [Om] 1.0 Omega constant
322. [MRB] <Constant Value> [MRB] 1.0 MRB constant
323. [li2] <Constant Value> [li2] 2.3 li(2) - Logarithmic integral function at x=2
324. [EG] <Constant Value> [EG] 2.3 Gompertz constant
325. <Constant Value> 4.0 <Physical Constant> Light speed in vacuum [m/s] (m=1, s=1)
326. [G.] <Constant Value> [G.] 4.0 <Physical Constant> Gravitational constant (m=1, kg=1, s=1)]
327. [g] <Constant Value> [g] 4.0 <Physical Constant> Gravitational acceleration on Earth [m/s^2] (m=1, s=1)
328. [hP] <Constant Value> [hP] 4.0 <Physical Constant> Planck constant (m=1, kg=1, s=1)
329. [h-] <Constant Value> [h-] 4.0 <Physical Constant> Reduced Planck constant / Dirac constant (m=1, kg=1, s=1)]
330. [lP] <Constant Value> [lP] 4.0 <Physical Constant> Planck length [m] (m=1)
331. [mP] <Constant Value> [mP] 4.0 <Physical Constant> Planck mass [kg] (kg=1)
332. [tP] <Constant Value> [tP] 4.0 <Physical Constant> Planck time [s] (s=1)
333. [ly] <Constant Value> [ly] 4.0 <Astronomical Constant> Light year [m] (m=1)
334. [au] <Constant Value> [au] 4.0 <Astronomical Constant> Astronomical unit [m] (m=1)
335. [pc] <Constant Value> [pc] 4.0 <Astronomical Constant> Parsec [m] (m=1)
336. [kpc] <Constant Value> [kpc] 4.0 <Astronomical Constant> Kiloparsec [m] (m=1)
337. [Earth-R-eq] <Constant Value> [Earth-R-eq] 4.0 <Astronomical Constant> Earth equatorial radius [m] (m=1)
338. [Earth-R-po] <Constant Value> [Earth-R-po] 4.0 <Astronomical Constant> Earth polar radius [m] (m=1)
339. [Earth-R] <Constant Value> [Earth-R] 4.0 <Astronomical Constant> Earth mean radius (m=1)
340. [Earth-M] <Constant Value> [Earth-M] 4.0 <Astronomical Constant> Earth mass [kg] (kg=1)
341. [Earth-D] <Constant Value> [Earth-D] 4.0 <Astronomical Constant> Earth-Sun distance - semi major axis [m] (m=1)
342. [Moon-R] <Constant Value> [Moon-R] 4.0 <Astronomical Constant> Moon mean radius [m] (m=1)
343. [Moon-M] <Constant Value> [Moon-M] 4.0 <Astronomical Constant> Moon mass [kg] (kg=1)
344. [Moon-D] <Constant Value> [Moon-D] 4.0 <Astronomical Constant> Moon-Earth distance - semi major axis [m] (m=1)
345. [Solar-R] <Constant Value> [Solar-R] 4.0 <Astronomical Constant> Solar mean radius [m] (m=1)
346. [Solar-M] <Constant Value> [Solar-M] 4.0 <Astronomical Constant> Solar mass [kg] (kg=1)
347. [Mercury-R] <Constant Value> [Mercury-R] 4.0 <Astronomical Constant> Mercury mean radius [m] (m=1)
348. [Mercury-M] <Constant Value> [Mercury-M] 4.0 <Astronomical Constant> Mercury mass [kg] (kg=1)
349. [Mercury-D] <Constant Value> [Mercury-D] 4.0 <Astronomical Constant> Mercury-Sun distance - semi major axis [m] (m=1)
350. [Venus-R] <Constant Value> [Venus-R] 4.0 <Astronomical Constant> Venus mean radius [m] (m=1)
351. [Venus-M] <Constant Value> [Venus-M] 4.0 <Astronomical Constant> Venus mass [kg] (kg=1)
352. [Venus-D] <Constant Value> [Venus-D] 4.0 <Astronomical Constant> Venus-Sun distance - semi major axis [m] (m=1)
353. [Mars-R] <Constant Value> [Mars-R] 4.0 <Astronomical Constant> Mars mean radius [m] (m=1)
354. [Mars-M] <Constant Value> [Mars-M] 4.0 <Astronomical Constant> Mars mass [kg] (kg=1)
355. [Mars-D] <Constant Value> [Mars-D] 4.0 <Astronomical Constant> Mars-Sun distance - semi major axis [m] (m=1)
356. [Jupiter-R] <Constant Value> [Jupiter-R] 4.0 <Astronomical Constant> Jupiter mean radius [m] (m=1)
357. [Jupiter-M] <Constant Value> [Jupiter-M] 4.0 <Astronomical Constant> Jupiter mass [kg] (kg=1)
358. [Jupiter-D] <Constant Value> [Jupiter-D] 4.0 <Astronomical Constant> Jupiter-Sun distance - semi major axis [m] (m=1)
359. [Saturn-R] <Constant Value> [Saturn-R] 4.0 <Astronomical Constant> Saturn mean radius [m] (m=1)
360. [Saturn-M] <Constant Value> [Saturn-M] 4.0 <Astronomical Constant> Saturn mass [kg] (kg=1)
361. [Saturn-D] <Constant Value> [Saturn-D] 4.0 <Astronomical Constant> Saturn-Sun distance - semi major axis [m] (m=1)
362. [Uranus-R] <Constant Value> [Uranus-R] 4.0 <Astronomical Constant> Uranus mean radius [m] (m=1)
363. [Uranus-M] <Constant Value> [Uranus-M] 4.0 <Astronomical Constant> Uranus mass [kg] (kg=1)
364. [Uranus-D] <Constant Value> [Uranus-D] 4.0 <Astronomical Constant> Uranus-Sun distance - semi major axis [m] (m=1)
365. [Neptune-R] <Constant Value> [Neptune-R] 4.0 <Astronomical Constant> Neptune mean radius [m] (m=1)
366. [Neptune-M] <Constant Value> [Neptune-M] 4.0 <Astronomical Constant> Neptune mass [kg] (kg=1)
367. [Neptune-D] <Constant Value> [Neptune-D] 4.0 <Astronomical Constant> Neptune-Sun distance - semi major axis [m] (m=1)
368. [true] <Constant Value> [true] 4.1 Boolean True represented as double, [true] = 1
369. [false] <Constant Value> [false] 4.1 Boolean False represented as double, [false] = 0
370. [NaN] <Constant Value> [NaN] 4.1 Not-a-Number
371. [Uni] <Random Variable> [Uni] 3.0 Random variable - Uniform continuous distribution U(0,1)
372. [Int] <Random Variable> [Int] 3.0 Random variable - random integer
373. [Int1] <Random Variable> [Int1] 3.0 Random variable - random integer - Uniform discrete distribution U{-10^1, 10^1}
374. [Int2] <Random Variable> [Int2] 3.0 Random variable - random integer - Uniform discrete distribution U{-10^2, 10^2}
375. [Int3] <Random Variable> [Int3] 3.0 Random variable - random integer - Uniform discrete distribution U{-10^3, 10^3}
376. [Int4] <Random Variable> [Int4] 3.0 Random variable - random integer - Uniform discrete distribution U{-10^4, 10^4}
377. [Int5] <Random Variable> [Int5] 3.0 Random variable - random integer - Uniform discrete distribution U{-10^5, 10^5}
378. [Int6] <Random Variable> [Int6] 3.0 Random variable - random integer - Uniform discrete distribution U{-10^6, 10^6}
379. [Int7] <Random Variable> [Int7] 3.0 Random variable - random integer - Uniform discrete distribution U{-10^7, 10^7}
380. [Int8] <Random Variable> [Int8] 3.0 Random variable - random integer - Uniform discrete distribution U{-10^8, 10^8}
381. [Int9] <Random Variable> [Int9] 3.0 Random variable - random integer - Uniform discrete distribution U{-10^9, 10^9}
382. [nat] <Random Variable> [nat] 3.0 Random variable - random natural number including 0
383. [nat1] <Random Variable> [nat1] 3.0 Random variable - random natural number including 0 - Uniform discrete distribution U{0, 10^1}
384. [nat2] <Random Variable> [nat2] 3.0 Random variable - random natural number including 0 - Uniform discrete distribution U{0, 10^2}
385. [nat3] <Random Variable> [nat3] 3.0 Random variable - random natural number including 0 - Uniform discrete distribution U{0, 10^3}
386. [nat4] <Random Variable> [nat4] 3.0 Random variable - random natural number including 0 - Uniform discrete distribution U{0, 10^4}
387. [nat5] <Random Variable> [nat5] 3.0 Random variable - random natural number including 0 - Uniform discrete distribution U{0, 10^5}
388. [nat6] <Random Variable> [nat6] 3.0 Random variable - random natural number including 0 - Uniform discrete distribution U{0, 10^6}
389. [nat7] <Random Variable> [nat7] 3.0 Random variable - random natural number including 0 - Uniform discrete distribution U{0, 10^7}
390. [nat8] <Random Variable> [nat8] 3.0 Random variable - random natural number including 0 - Uniform discrete distribution U{0, 10^8}
391. [nat9] <Random Variable> [nat9] 3.0 Random variable - random natural number including 0 - Uniform discrete distribution U{0, 10^9}
392. [Nat] <Random Variable> [Nat] 3.0 Random variable - random natural number
393. [Nat1] <Random Variable> [Nat1] 3.0 Random variable - random natural number - Uniform discrete distribution U{1, 10^1}
394. [Nat2] <Random Variable> [Nat2] 3.0 Random variable - random natural number - Uniform discrete distribution U{1, 10^2}
395. [Nat3] <Random Variable> [Nat3] 3.0 Random variable - random natural number - Uniform discrete distribution U{1, 10^3}
396. [Nat4] <Random Variable> [Nat4] 3.0 Random variable - random natural number - Uniform discrete distribution U{1, 10^4}
397. [Nat5] <Random Variable> [Nat5] 3.0 Random variable - random natural number - Uniform discrete distribution U{1, 10^5}
398. [Nat6] <Random Variable> [Nat6] 3.0 Random variable - random natural number - Uniform discrete distribution U{1, 10^6}
399. [Nat7] <Random Variable> [Nat7] 3.0 Random variable - random natural number - Uniform discrete distribution U{1, 10^7}
400. [Nat8] <Random Variable> [Nat8] 3.0 Random variable - random natural number - Uniform discrete distribution U{1, 10^8}
401. [Nat9] <Random Variable> [Nat9] 3.0 Random variable - random natural number - Uniform discrete distribution U{1, 10^9}
402. [Nor] <Random Variable> [Nor] 3.0 Random variable - Normal distribution N(0,1)
403. @~ <Bitwise Operator> @~a 4.0 Bitwise unary complement
404. @& <Bitwise Operator> a @& b 4.0 Bitwise AND
405. @^ <Bitwise Operator> a @^ b 4.0 Bitwise exclusive OR
406. @| <Bitwise Operator> a @| b 4.0 Bitwise inclusive OR
407. @<< <Bitwise Operator> a @<< b 4.0 Signed left shift
408. @>> <Bitwise Operator> a @>> b 4.0 Signed right shift
409. [%] <Unit> [%] 4.0 <Ratio, Fraction> Percentage = 0.01
410. [%%] <Unit> [%%] 4.0 <Ratio, Fraction> Promil, Per mille = 0.001
411. [Y] <Unit> [Y] 4.0 <Metric prefix> Septillion / Yotta = 10^24
412. [sept] <Unit> [sept] 4.0 <Metric prefix> Septillion / Yotta = 10^24
413. [Z] <Unit> [Z] 4.0 <Metric prefix> Sextillion / Zetta = 10^21
414. [sext] <Unit> [sext] 4.0 <Metric prefix> Sextillion / Zetta = 10^21
415. [E] <Unit> [E] 4.0 <Metric prefix> Quintillion / Exa = 10^18
416. [quint] <Unit> [quint] 4.0 <Metric prefix> Quintillion / Exa = 10^18
417. [P] <Unit> [P] 4.0 <Metric prefix> Quadrillion / Peta = 10^15
418. [quad] <Unit> [quad] 4.0 <Metric prefix> Quadrillion / Peta = 10^15
419. [T] <Unit> [T] 4.0 <Metric prefix> Trillion / Tera = 10^12
420. [tril] <Unit> [tril] 4.0 <Metric prefix> Trillion / Tera = 10^12
421. [G] <Unit> [G] 4.0 <Metric prefix> Billion / Giga = 10^9
422. [bil] <Unit> [bil] 4.0 <Metric prefix> Billion / Giga = 10^9
423. [M] <Unit> [M] 4.0 <Metric prefix> Million / Mega = 10^6
424. [mil] <Unit> [mil] 4.0 <Metric prefix> Million / Mega = 10^6
425. [k] <Unit> [k] 4.0 <Metric prefix> Thousand / Kilo = 10^3
426. [th] <Unit> [th] 4.0 <Metric prefix> Thousand / Kilo = 10^3
427. [hund] <Unit> [hund] 4.0 <Metric prefix> Hundred / Hecto = 10^2
428. [hecto] <Unit> [hecto] 4.0 <Metric prefix> Hundred / Hecto = 10^2
429. [ten] <Unit> [ten] 4.0 <Metric prefix> Ten / Deca = 10
430. [deca] <Unit> [deca] 4.0 <Metric prefix> Ten / Deca = 10
431. [deci] <Unit> [deci] 4.0 <Metric prefix> Tenth / Deci = 0.1
432. [centi] <Unit> [centi] 4.0 <Metric prefix> Hundredth / Centi = 0.01
433. [milli] <Unit> [milli] 4.0 <Metric prefix> Thousandth / Milli = 0.001
434. [mic] <Unit> [mic] 4.0 <Metric prefix> Millionth / Micro = 10^-6
435. [n] <Unit> [n] 4.0 <Metric prefix> Billionth / Nano = 10^-9
436. [p] <Unit> [p] 4.0 <Metric prefix> Trillionth / Pico = 10^-12
437. [f] <Unit> [f] 4.0 <Metric prefix> Quadrillionth / Femto = 10^-15
438. [a] <Unit> [a] 4.0 <Metric prefix> Quintillionth / Atoo = 10^-18
439. [z] <Unit> [z] 4.0 <Metric prefix> Sextillionth / Zepto = 10^-21
440. [y] <Unit> [y] 4.0 <Metric prefix> Septillionth / Yocto = 10^-24
441. [m] <Unit> [m] 4.0 <Unit of length> Metre / Meter (m=1)
442. [km] <Unit> [km] 4.0 <Unit of length> Kilometre / Kilometer (m=1)
443. [cm] <Unit> [cm] 4.0 <Unit of length> Centimetre / Centimeter (m=1)
444. [mm] <Unit> [mm] 4.0 <Unit of length> Millimetre / Millimeter (m=1)
445. [inch] <Unit> [inch] 4.0 <Unit of length> Inch (m=1)
446. [yd] <Unit> [yd] 4.0 <Unit of length> Yard (m=1)
447. [ft] <Unit> [ft] 4.0 <Unit of length> Feet (m=1)
448. [mile] <Unit> [mile] 4.0 <Unit of length> Mile (m=1)
449. [nmi] <Unit> [nmi] 4.0 <Unit of length> Nautical mile (m=1)
450. [m2] <Unit> [m2] 4.0 <Unit of area> Square metre / Square meter (m=1)
451. [cm2] <Unit> [cm2] 4.0 <Unit of area> Square centimetre / Square centimeter (m=1)
452. [mm2] <Unit> [mm2] 4.0 <Unit of area> Square millimetre / Square millimeter (m=1)
453. [are] <Unit> [are] 4.0 <Unit of area> Are (m=1)
454. [ha] <Unit> [ha] 4.0 <Unit of area> Hectare (m=1)
455. [acre] <Unit> [acre] 4.0 <Unit of area> Acre (m=1)
456. [km2] <Unit> [km2] 4.0 <Unit of area> Square kilometre / Square kilometer (m=1)
457. [mm3] <Unit> [mm3] 4.0 <Unit of volume> Cubic millimetre / Cubic millimeter (m=1)
458. [cm3] <Unit> [cm3] 4.0 <Unit of volume> Cubic centimetre / Cubic centimeter (m=1)
459. [m3] <Unit> [m3] 4.0 <Unit of volume> Cubic metre / Cubic meter (m=1)
460. [km3] <Unit> [km3] 4.0 <Unit of volume> Cubic kilometre / Cubic kilometer (m=1)
461. [ml] <Unit> [ml] 4.0 <Unit of volume> Millilitre / Milliliter (m=1)
462. [l] <Unit> [l] 4.0 <Unit of volume> Litre / Liter (m=1)
463. [gall] <Unit> [gall] 4.0 <Unit of volume> Gallon (m=1)
464. [pint] <Unit> [pint] 4.0 <Unit of volume> Pint (m=1)
465. [s] <Unit> [s] 4.0 <Unit of time> Second (s=1)
466. [ms] <Unit> [ms] 4.0 <Unit of time> Millisecond (s=1)
467. [min] <Unit> [min] 4.0 <Unit of time> Minute (s=1)
468. [h] <Unit> [h] 4.0 <Unit of time> Hour (s=1)
469. [day] <Unit> [day] 4.0 <Unit of time> Day (s=1)
470. [week] <Unit> [week] 4.0 <Unit of time> Week (s=1)
471. [yearj] <Unit> [yearj] 4.0 <Unit of time> Julian year = 365.25 days (s=1)
472. [kg] <Unit> [kg] 4.0 <Unit of mass> Kilogram (kg=1)
473. [gr] <Unit> [gr] 4.0 <Unit of mass> Gram (kg=1)
474. [mg] <Unit> [mg] 4.0 <Unit of mass> Milligram (kg=1)
475. [dag] <Unit> [dag] 4.0 <Unit of mass> Decagram (kg=1)
476. [t] <Unit> [t] 4.0 <Unit of mass> Tonne (kg=1)
477. [oz] <Unit> [oz] 4.0 <Unit of mass> Ounce (kg=1)
478. [lb] <Unit> [lb] 4.0 <Unit of mass> Pound (kg=1)
479. [b] <Unit> [b] 4.0 <Unit of information> Bit (bit=1)
480. [kb] <Unit> [kb] 4.0 <Unit of information> Kilobit (bit=1)
481. [Mb] <Unit> [Mb] 4.0 <Unit of information> Megabit (bit=1)
482. [Gb] <Unit> [Gb] 4.0 <Unit of information> Gigabit (bit=1)
483. [Tb] <Unit> [Tb] 4.0 <Unit of information> Terabit (bit=1)
484. [Pb] <Unit> [Pb] 4.0 <Unit of information> Petabit (bit=1)
485. [Eb] <Unit> [Eb] 4.0 <Unit of information> Exabit (bit=1)
486. [Zb] <Unit> [Zb] 4.0 <Unit of information> Zettabit (bit=1)
487. [Yb] <Unit> [Yb] 4.0 <Unit of information> Yottabit (bit=1)
488. [B] <Unit> [B] 4.0 <Unit of information> Byte (bit=1)
489. [kB] <Unit> [kB] 4.0 <Unit of information> Kilobyte (bit=1)
490. [MB] <Unit> [MB] 4.0 <Unit of information> Megabyte (bit=1)
491. [GB] <Unit> [GB] 4.0 <Unit of information> Gigabyte (bit=1)
492. [TB] <Unit> [TB] 4.0 <Unit of information> Terabyte (bit=1)
493. [PB] <Unit> [PB] 4.0 <Unit of information> Petabyte (bit=1)
494. [EB] <Unit> [EB] 4.0 <Unit of information> Exabyte (bit=1)
495. [ZB] <Unit> [ZB] 4.0 <Unit of information> Zettabyte (bit=1)
496. [YB] <Unit> [YB] 4.0 <Unit of information> Yottabyte (bit=1)
497. [J] <Unit> [J] 4.0 <Unit of energy> Joule (m=1, kg=1, s=1)
498. [eV] <Unit> [eV] 4.0 <Unit of energy> Electronovolt (m=1, kg=1, s=1)
499. [keV] <Unit> [keV] 4.0 <Unit of energy> Kiloelectronovolt (m=1, kg=1, s=1)
500. [MeV] <Unit> [MeV] 4.0 <Unit of energy> Megaelectronovolt (m=1, kg=1, s=1)
501. [GeV] <Unit> [GeV] 4.0 <Unit of energy> Gigaelectronovolt (m=1, kg=1, s=1)
502. [TeV] <Unit> [TeV] 4.0 <Unit of energy> Teraelectronovolt (m=1, kg=1, s=1)
503. [m/s] <Unit> [m/s] 4.0 <Unit of speed> Metre / Meter per second (m=1, s=1)
504. [km/h] <Unit> [km/h] 4.0 <Unit of speed> Kilometre / Kilometer per hour (m=1, s=1)
505. [mi/h] <Unit> [mi/h] 4.0 <Unit of speed> Mile per hour (m=1, s=1)
506. [knot] <Unit> [knot] 4.0 <Unit of speed> Knot (m=1, s=1)
507. [m/s2] <Unit> [m/s2] 4.0 <Unit of acceleration> Metre / Meter per square second (m=1, s=1)
508. [km/h2] <Unit> [km/h2] 4.0 <Unit of acceleration> Kilometre / Kilometer per square hour (m=1, s=1)
509. [mi/h2] <Unit> [mi/h2] 4.0 <Unit of acceleration> Mile per square hour (m=1, s=1)
510. [rad] <Unit> [rad] 4.0 <Unit of angle> Radian (rad=1)
511. [deg] <Unit> [deg] 4.0 <Unit of angle> Degree of arc (rad=1)
512. ['] <Unit> ['] 4.0 <Unit of angle> Minute of arc (rad=1)
513. [''] <Unit> [''] 4.0 <Unit of angle> Second of arc (rad=1)
514. ( <Parser Symbol> ( ... ) 1.0 Left parentheses
515. ) <Parser Symbol> ( ... ) 1.0 Right parentheses
516. , <Parser Symbol> (a1, ... ,an) 1.0 Comma (function parameters)
517. ; <Parser Symbol> (a1; ... ;an) 1.0 Semicolon (function parameters)
518. <Parser Symbol> 4.2 Blank (whitespace) character
Case 2: In-line help searching – “sine” keyword
Help content:
# key word type syntax since description
- -------- ---- ------ ----- -----------
72. sin <Unary Function> sin(x) 1.0 Trigonometric sine function
73. cos <Unary Function> cos(x) 1.0 Trigonometric cosine function
82. asin <Unary Function> asin(x) 1.0 Inverse trigonometric sine function
83. arsin <Unary Function> arsin(x) 1.0 Inverse trigonometric sine function
84. arcsin <Unary Function> arcsin(x) 1.0 Inverse trigonometric sine function
85. acos <Unary Function> acos(x) 1.0 Inverse trigonometric cosine function
86. arcos <Unary Function> arcos(x) 1.0 Inverse trigonometric cosine function
87. arccos <Unary Function> arccos(x) 1.0 Inverse trigonometric cosine function
105. sinh <Unary Function> sinh(x) 1.0 Hyperbolic sine function
106. cosh <Unary Function> cosh(x) 1.0 Hyperbolic cosine function
121. asinh <Unary Function> asinh(x) 1.0 Inverse hyperbolic sine function
122. arsinh <Unary Function> arsinh(x) 1.0 Inverse hyperbolic sine function
123. arcsinh <Unary Function> arcsinh(x) 1.0 Inverse hyperbolic sine function
124. acosh <Unary Function> acosh(x) 1.0 Inverse hyperbolic cosine function
125. arcosh <Unary Function> arcosh(x) 1.0 Inverse hyperbolic cosine function
126. arccosh <Unary Function> arccosh(x) 1.0 Inverse hyperbolic cosine function
Case 3: In-line help searching – “inver” keyword
Help content:
# key word type syntax since description
- -------- ---- ------ ----- -----------
82. asin <Unary Function> asin(x) 1.0 Inverse trigonometric sine function
83. arsin <Unary Function> arsin(x) 1.0 Inverse trigonometric sine function
84. arcsin <Unary Function> arcsin(x) 1.0 Inverse trigonometric sine function
85. acos <Unary Function> acos(x) 1.0 Inverse trigonometric cosine function
86. arcos <Unary Function> arcos(x) 1.0 Inverse trigonometric cosine function
87. arccos <Unary Function> arccos(x) 1.0 Inverse trigonometric cosine function
88. atg <Unary Function> atg(x) 1.0 Inverse trigonometric tangent function
89. atan <Unary Function> atan(x) 1.0 Inverse trigonometric tangent function
90. arctg <Unary Function> arctg(x) 1.0 Inverse trigonometric tangent function
91. arctan <Unary Function> arctan(x) 1.0 Inverse trigonometric tangent function
92. actg <Unary Function> actg(x) 1.0 Inverse trigonometric cotangent function
93. acot <Unary Function> acot(x) 1.0 Inverse trigonometric cotangent function
94. actan <Unary Function> actan(x) 1.0 Inverse trigonometric cotangent function
95. arcctg <Unary Function> arcctg(x) 1.0 Inverse trigonometric cotangent function
96. arccot <Unary Function> arccot(x) 1.0 Inverse trigonometric cotangent function
97. arcctan <Unary Function> arcctan(x) 1.0 Inverse trigonometric cotangent function
121. asinh <Unary Function> asinh(x) 1.0 Inverse hyperbolic sine function
122. arsinh <Unary Function> arsinh(x) 1.0 Inverse hyperbolic sine function
123. arcsinh <Unary Function> arcsinh(x) 1.0 Inverse hyperbolic sine function
124. acosh <Unary Function> acosh(x) 1.0 Inverse hyperbolic cosine function
125. arcosh <Unary Function> arcosh(x) 1.0 Inverse hyperbolic cosine function
126. arccosh <Unary Function> arccosh(x) 1.0 Inverse hyperbolic cosine function
127. atgh <Unary Function> atgh(x) 1.0 Inverse hyperbolic tangent function
128. atanh <Unary Function> atanh(x) 1.0 Inverse hyperbolic tangent function
129. arctgh <Unary Function> arctgh(x) 1.0 Inverse hyperbolic tangent function
130. arctanh <Unary Function> arctanh(x) 1.0 Inverse hyperbolic tangent function
131. acoth <Unary Function> acoth(x) 1.0 Inverse hyperbolic cotangent function
132. actgh <Unary Function> actgh(x) 1.0 Inverse hyperbolic cotangent function
133. actanh <Unary Function> actanh(x) 1.0 Inverse hyperbolic cotangent function
134. arcoth <Unary Function> arcoth(x) 1.0 Inverse hyperbolic cotangent function
135. arccoth <Unary Function> arccoth(x) 1.0 Inverse hyperbolic cotangent function
136. arcctgh <Unary Function> arcctgh(x) 1.0 Inverse hyperbolic cotangent function
137. arcctanh <Unary Function> arcctanh(x) 1.0 Inverse hyperbolic cotangent function
138. asech <Unary Function> asech(x) 1.0 Inverse hyperbolic secant function
139. arsech <Unary Function> arsech(x) 1.0 Inverse hyperbolic secant function
140. arcsech <Unary Function> arcsech(x) 1.0 Inverse hyperbolic secant function
141. acsch <Unary Function> acsch(x) 1.0 Inverse hyperbolic cosecant function
142. arcsch <Unary Function> arcsch(x) 1.0 Inverse hyperbolic cosecant function
143. arccsch <Unary Function> arccsch(x) 1.0 Inverse hyperbolic cosecant function
144. acosech <Unary Function> acosech(x) 1.0 Inverse hyperbolic cosecant function
145. arcosech <Unary Function> arcosech(x) 1.0 Inverse hyperbolic cosecant function
146. arccosech <Unary Function> arccosech(x) 1.0 Inverse hyperbolic cosecant function
161. erfInv <Unary Function> erfInv(x) 3.0 Inverse Gauss error function (non-elementary special function) - usage example: erfInv(x)
162. erfcInv <Unary Function> erfcInv(x) 3.0 Inverse Gauss complementary error function (non-elementary special function) - usage example: erfcInv(x)
167. arcsec <Unary Function> arcsec(x) 4.1 Inverse trigonometric secant
168. arccsc <Unary Function> arccsc(x) 4.1 Inverse trigonometric cosecant
209. qStud <Binary Function> qStud(p, v) 5.0 Quantile function (inverse cumulative distribution function) - Student's t-distribution
212. qChi2 <Binary Function> qStud(p, k) 5.0 Quantile function (inverse cumulative distribution function) - Chi-squared distribution
220. qUni <3-args Function> qUni(q, a, b) 3.0 Quantile function (inverse cumulative distribution function) - Uniform continuous distribution U(a,b)
223. qNor <3-args Function> qNor(q, mean, stdv) 3.0 Quantile function (inverse cumulative distribution function)
Your own (user defined) constants, functions, arguments, will appear in the help content as well.
Nuget – Package Manager
Install-Package MathParser.org-mXparser -Version 5.1.0
dotnet add package MathParser.org-mXparser --version 5.1.0
<PackageReference Include="MathParser.org-mXparser" Version="5.1.0"/>
Maven – Dependency
<dependency>
<groupid>org.mariuszgromada.math</groupid>
<artifactid>MathParser.org-mXparser</artifactid>
<version>5.1.0</version>
</dependency>
Maven – Gradle
implementation 'org.mariuszgromada.math:MathParser.org-mXparser:5.1.0'
Maven – Gradle (Kotlin)
implementation("org.mariuszgromada.math:MathParser.org-mXparser:5.1.0")
GitHub
git clone https://github.com/mariuszgromada/MathParser.org-mXparser
OTHER DOWNLOAD OPTIONS
Download latest release – v.5.1.0 Libris: .NET bin onlyDownload latest release – v.5.1.0 Libris: JAVA bin onlyDownload latest release – v.5.1.0 Libris: bin + doc
NEWS FROM MATHPARSER.ORG
SOURCE CODE
Source code .zipSource code .tar.gz
View on GitHubMathSpace.pl
