SpecialFunctionUnivariateTaylorSeries(Coef, UTS)ΒΆ

special2.spad line 2187

undocumented

lambertW0: UTS -> UTS
lambertW0(x) applies lambertW to x. x must have no term of order 0.
weierstrassP0: (Coef, Coef, UTS) -> UTS
weierstrassP0(g2, g3, x) computes finite part of weierstrassP(g2, g3, x). x must have no term of order 0.
weierstrassPPrime0: (Coef, Coef, UTS) -> UTS
weierstrassPPrime0(g2, g3, x) computes finite part of weierstrassPPrime(g2, g3, x). x must have no term of order 0.
weierstrassSigma0: (Coef, Coef, UTS) -> UTS
weierstrassSigma0(g2, g3, x) computes weierstrassSigma(g2, g3, x). x must have no term of order 0.
weierstrassZeta0: (Coef, Coef, UTS) -> UTS
weierstrassZeta0(g2, g3, x) computes finite part of weierstrassZeta(g2, g3, x). x must have no term of order 0.