ElementaryFunction(R, F)ΒΆ

elemntry.spad line 1

Provides elementary functions over an integral domain.

acos: F -> F
acos(x) applies the inverse cosine operator to x
acosh: F -> F
acosh(x) applies the inverse hyperbolic cosine operator to x
acot: F -> F
acot(x) applies the inverse cotangent operator to x
acoth: F -> F
acoth(x) applies the inverse hyperbolic cotangent operator to x
acsc: F -> F
acsc(x) applies the inverse cosecant operator to x
acsch: F -> F
acsch(x) applies the inverse hyperbolic cosecant operator to x
asec: F -> F
asec(x) applies the inverse secant operator to x
asech: F -> F
asech(x) applies the inverse hyperbolic secant operator to x
asin: F -> F
asin(x) applies the inverse sine operator to x
asinh: F -> F
asinh(x) applies the inverse hyperbolic sine operator to x
atan: F -> F
atan(x) applies the inverse tangent operator to x
atanh: F -> F
atanh(x) applies the inverse hyperbolic tangent operator to x
belong?: BasicOperator -> Boolean
belong?(p) returns true if operator p is elementary
cos: F -> F
cos(x) applies the cosine operator to x
cosh: F -> F
cosh(x) applies the hyperbolic cosine operator to x
cot: F -> F
cot(x) applies the cotangent operator to x
coth: F -> F
coth(x) applies the hyperbolic cotangent operator to x
csc: F -> F
csc(x) applies the cosecant operator to x
csch: F -> F
csch(x) applies the hyperbolic cosecant operator to x
exp: F -> F
exp(x) applies the exponential operator to x
iiacos: F -> F
iiacos(x) should be local but conditional
iiacosh: F -> F
iiacosh(x) should be local but conditional
iiacot: F -> F
iiacot(x) should be local but conditional
iiacoth: F -> F
iiacoth(x) should be local but conditional
iiacsc: F -> F
iiacsc(x) should be local but conditional
iiacsch: F -> F
iiacsch(x) should be local but conditional
iiasec: F -> F
iiasec(x) should be local but conditional
iiasech: F -> F
iiasech(x) should be local but conditional
iiasin: F -> F
iiasin(x) should be local but conditional
iiasinh: F -> F
iiasinh(x) should be local but conditional
iiatan: F -> F
iiatan(x) should be local but conditional
iiatanh: F -> F
iiatanh(x) should be local but conditional
iicos: F -> F
iicos(x) should be local but conditional
iicosh: F -> F
iicosh(x) should be local but conditional
iicot: F -> F
iicot(x) should be local but conditional
iicoth: F -> F
iicoth(x) should be local but conditional
iicsc: F -> F
iicsc(x) should be local but conditional
iicsch: F -> F
iicsch(x) should be local but conditional
iiexp: F -> F
iiexp(x) should be local but conditional
iilog: F -> F
iilog(x) should be local but conditional
iisec: F -> F
iisec(x) should be local but conditional
iisech: F -> F
iisech(x) should be local but conditional
iisin: F -> F
iisin(x) should be local but conditional
iisinh: F -> F
iisinh(x) should be local but conditional
iisqrt2: () -> F
iisqrt2() should be local but conditional
iisqrt3: () -> F
iisqrt3() should be local but conditional
iitan: F -> F
iitan(x) should be local but conditional
iitanh: F -> F
iitanh(x) should be local but conditional
localReal?: F -> Boolean
localReal?(x) should be local but conditional
log: F -> F
log(x) applies the logarithm operator to x
operator: BasicOperator -> BasicOperator
operator(p) returns an elementary operator with the same symbol as p
pi: () -> F
pi() returns the pi operator
sec: F -> F
sec(x) applies the secant operator to x
sech: F -> F
sech(x) applies the hyperbolic secant operator to x
sin: F -> F
sin(x) applies the sine operator to x
sinh: F -> F
sinh(x) applies the hyperbolic sine operator to x
specialTrigs: (F, List Record(func: F, pole: Boolean)) -> Union(F, failed)
specialTrigs(x, l) should be local but conditional
tan: F -> F
tan(x) applies the tangent operator to x
tanh: F -> F
tanh(x) applies the hyperbolic tangent operator to x