Method List
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#!= Sollya::Object
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#% MPFR
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#& Sollya::Object
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#* MPFR
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#* Sollya::Function
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#** Sollya::Function
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#** MPFR
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#+ Sollya::Function
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#+ MPFR
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#+@ MPFR
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#- MPFR
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#- Sollya::Function
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#-@ MPFR
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#-@ Sollya::Function
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#/ MPFR
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#/ Sollya::Function
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#< Sollya::Function
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#<= Sollya::Function
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#<=> MPFR
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#== Sollya::Object
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#> Sollya::Function
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#>= Sollya::Function
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#[] MPFR
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#abs Sollya::Function
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abs Sollya
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#abs MPFR
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#abs! MPFR
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acos Sollya
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#acos MPFR
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#acosh MPFR
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acosh Sollya
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#acospi MPFR
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#acosu MPFR
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#add MPFR
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#add! MPFR
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#agm MPFR
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#ai MPFR
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#append Sollya::List
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apply Sollya
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#apply_at Sollya::Function
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approx Sollya
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#arity Sollya::Function
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asciiplot Sollya
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#asin MPFR
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asin Sollya
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#asinh MPFR
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asinh Sollya
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#asinpi MPFR
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#asinu MPFR
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#atan MPFR
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atan Sollya
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#atan2 MPFR
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#atan2pi MPFR
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#atan2u MPFR
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#atanh MPFR
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atanh Sollya
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#atanpi MPFR
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#atanu MPFR
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#autodiff Sollya::Function
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autoprint Sollya
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autosimplify Sollya
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autosimplify= Sollya
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#beta MPFR
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canonical Sollya
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canonical= Sollya
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#cbrt MPFR
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#cbrt! MPFR
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ceil Sollya
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#ceil MPFR
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#ceil Sollya::Function
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#ceil! MPFR
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#chebyshevform Sollya::Function
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#child Sollya::UnaryOp
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#children Sollya::Function
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#coeff Sollya::Function
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#coerce Sollya::Function
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#coerce MPFR
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#compound MPFR
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#concat Sollya::Object
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cos Sollya
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#cos MPFR
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cosh Sollya
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#cosh MPFR
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#cospi MPFR
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#cosu MPFR
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#cot MPFR
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#coth MPFR
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#csc MPFR
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#csch MPFR
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default_prec MPFR
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default_prec= MPFR
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default_rounding MPFR
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default_rounding= MPFR
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#degree Sollya::Function
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#denominator Sollya::Function
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diam Sollya
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diam= Sollya
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#diff Sollya::Function
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#digamma MPFR
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#dim MPFR
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#dirtyfindzeros Sollya::Function
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dirtyinfnorm Sollya
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#dirtyintegral Sollya::Function
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#dirtysimplify Sollya::Function
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display Sollya
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display= Sollya
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#div MPFR
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#div! MPFR
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#div_2i MPFR
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#div_2i! MPFR
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double Sollya
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double_double Sollya
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doubleextended Sollya
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#eint MPFR
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emax MPFR
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emax= MPFR
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emin MPFR
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emin= MPFR
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#end_elliptic? Sollya::List
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#erandom MPFR
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#erf MPFR
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erf Sollya
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#erfc MPFR
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erfc Sollya
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#evaluate Sollya::Function
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execute Sollya
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#exp MPFR
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exp Sollya
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#exp10 MPFR
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#exp10m1 MPFR
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#exp2 MPFR
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#exp2m1 MPFR
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#expand Sollya::Function
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#expm1 MPFR
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expm1 Sollya
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#exponent MPFR
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#exponent= MPFR
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externalplot Sollya
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#fac MPFR
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#findzeros Sollya::Function
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#finite? MPFR
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#floor MPFR
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floor Sollya
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#floor Sollya::Function
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#floor! MPFR
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#fma MPFR
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#fma! MPFR
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#fmma MPFR
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#fmms MPFR
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#fmod MPFR
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#fms MPFR
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#fms! MPFR
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fpminimax Sollya
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#frac MPFR
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free_cache MPFR
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free_variable Sollya
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free_variable_name Sollya
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free_variable_name= Sollya
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fullparentheses Sollya
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fullparentheses= Sollya
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#gamma MPFR
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#gamma_inc MPFR
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#get_d_2exp MPFR
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#get_i_2exp MPFR
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getbacktrace Sollya
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halfprecision Sollya
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help Sollya
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help_str Sollya
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hopitalrecursions Sollya
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hopitalrecursions= Sollya
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#horner Sollya::Function
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#hypot MPFR
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i_2exp MPFR
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implementconstant Sollya
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#in Sollya::Function
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#inf Sollya::Range
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#infinite? MPFR
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infnorm Sollya
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#initialize MPFR
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#inspect Sollya::Object
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#integer? MPFR
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#integral Sollya::Function
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interpolate Sollya
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#j0 MPFR
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#j1 MPFR
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#jn MPFR
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#lhs Sollya::BinaryOp
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#li2 MPFR
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list Sollya
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#lngamma MPFR
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#log MPFR
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log Sollya
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log10 Sollya
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#log10 MPFR
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#log10p1 MPFR
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#log1p MPFR
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log1p Sollya
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#log2 MPFR
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log2 Sollya
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#log2p1 MPFR
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#lower_bound Sollya::Range
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#max MPFR
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#mid Sollya::Range
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midpointmode Sollya
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midpointmode= Sollya
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#min MPFR
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modf MPFR
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#mul MPFR
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#mul! MPFR
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#mul_2i MPFR
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#mul_2i! MPFR
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#nan? MPFR
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nearestint Sollya
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#nearestint Sollya::Function
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#neg MPFR
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#neg! MPFR
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#nextabove! MPFR
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#nextbelow! MPFR
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#nrandom MPFR
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#nth_child Sollya::Function
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#numberroots Sollya::Function
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#numerator Sollya::Function
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parse Sollya
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patches MPFR
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plot Sollya
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points Sollya
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points= Sollya
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#pow MPFR
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#prec MPFR
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prec Sollya
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#prec= MPFR
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prec= Sollya
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#prec_round MPFR
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#prepend Sollya::List
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#print Sollya::Object
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printdouble Sollya
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printprintexpansion Sollya
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printsingle Sollya
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printxml Sollya
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printxml_appendfile Sollya
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printxml_newfile Sollya
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quad Sollya
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range Sollya
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rationalmode Sollya
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rationalmode= Sollya
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#rec_sqrt MPFR
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#rec_sqrt! MPFR
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#remainder MPFR
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remez Sollya
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#rhs Sollya::BinaryOp
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#rint MPFR
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#rint! MPFR
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#rint_ceil MPFR
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#rint_floor MPFR
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#rint_round MPFR
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#rint_roundeven MPFR
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#rint_trunc MPFR
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#rootn MPFR
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#rootn! MPFR
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#round MPFR
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#round! MPFR
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#roundeven MPFR
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#roundeven! MPFR
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roundingwarnings Sollya
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roundingwarnings= Sollya
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#sec MPFR
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#sech MPFR
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#set MPFR
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#set_catalan MPFR
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#set_euler MPFR
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#set_infinity MPFR
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#set_log2 MPFR
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#set_nan MPFR
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#set_pi MPFR
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#set_zero MPFR
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showmessagenumbers Sollya
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showmessagenumbers= Sollya
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#sign MPFR
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#sign= MPFR
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#simplify Sollya::Function
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#sin MPFR
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sin Sollya
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single Sollya
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#sinh MPFR
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sinh Sollya
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#sinpi MPFR
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#sinu MPFR
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#sqr MPFR
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#sqr! MPFR
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sqrt Sollya
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#sqrt MPFR
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#sqrt! MPFR
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#sub MPFR
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#sub! MPFR
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#subnormalize MPFR
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#substitute Sollya::Function
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#sup Sollya::Range
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supnorm Sollya
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suppressmessage Sollya
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tan Sollya
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#tan MPFR
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tanh Sollya
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#tanh MPFR
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#tanpi MPFR
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#tanu MPFR
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#taylor Sollya::Function
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taylorform Sollya
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taylorrecursions Sollya
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taylorrecursions= Sollya
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timing Sollya
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timing= Sollya
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#to_f Sollya::Constant
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#to_f MPFR
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#to_hex Float
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#to_hexf Float
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#to_i MPFR
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#to_mpfr Float
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#to_mpfr Integer
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#to_mpfr Sollya::Constant
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#to_mpfr MPFR
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#to_r MPFR
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#to_s Sollya::Object
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#to_s MPFR
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#to_sollya Sollya::Object
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#to_sollya MPFR
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#to_sollya TrueClass
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#to_sollya FalseClass
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#to_sollya Float
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#to_sollya Symbol
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#to_sollya String
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#to_sollya Rational
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#to_sollya Integer
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#to_sollya Range
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#to_sollya Array
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triple_double Sollya
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#trunc MPFR
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#trunc! MPFR
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unsuppressmessage Sollya
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#upper_bound Sollya::Range
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#urandom MPFR
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#urandomb MPFR
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verbosity Sollya
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verbosity= Sollya
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version MPFR
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worstcase Sollya
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x Sollya
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#y0 MPFR
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#y1 MPFR
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#yn MPFR
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#zero? MPFR
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#zeta MPFR
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#| Sollya::Object
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#~ Sollya::Object