hmpfr-0.2.1: Haskell binding to MPFR library
Source code
Contents
Index
Data.Number.MPFR.Integer
Portability
non-portable
Stability
experimental
Maintainer
ales.bizjak0@gmail.com
Description
Integer related functions. See MPFR manual for detailed documentation.
Documentation
rint
::
RoundMode
->
Precision
->
MPFR
->
MPFR
Source
ceil
::
Precision
->
MPFR
->
MPFR
Source
floor
::
Precision
->
MPFR
->
MPFR
Source
round
::
Precision
->
MPFR
->
MPFR
Source
trunc
::
Precision
->
MPFR
->
MPFR
Source
rintCeil
::
RoundMode
->
Precision
->
MPFR
->
MPFR
Source
rintFloor
::
RoundMode
->
Precision
->
MPFR
->
MPFR
Source
rintRound
::
RoundMode
->
Precision
->
MPFR
->
MPFR
Source
rintTrunc
::
RoundMode
->
Precision
->
MPFR
->
MPFR
Source
modf
Source
::
RoundMode
->
Precision
precision to integral part
->
Precision
precision to fractional part
->
MPFR
-> (
MPFR
,
MPFR
)
return (integral part, fractional part)
frac
::
RoundMode
->
Precision
->
MPFR
->
MPFR
Source
fmod
::
RoundMode
->
Precision
->
MPFR
->
MPFR
->
MPFR
Source
remainder
::
RoundMode
->
Precision
->
MPFR
->
MPFR
->
MPFR
Source
remquo
::
RoundMode
->
Precision
->
MPFR
->
MPFR
-> (
MPFR
,
Int
)
Source
rint_
::
RoundMode
->
Precision
->
MPFR
-> (
MPFR
,
Int
)
Source
ceil_
::
Precision
->
MPFR
-> (
MPFR
,
Int
)
Source
floor_
::
Precision
->
MPFR
-> (
MPFR
,
Int
)
Source
round_
::
Precision
->
MPFR
-> (
MPFR
,
Int
)
Source
trunc_
::
Precision
->
MPFR
-> (
MPFR
,
Int
)
Source
rintCeil_
::
RoundMode
->
Precision
->
MPFR
-> (
MPFR
,
Int
)
Source
rintFloor_
::
RoundMode
->
Precision
->
MPFR
-> (
MPFR
,
Int
)
Source
rintRound_
::
RoundMode
->
Precision
->
MPFR
-> (
MPFR
,
Int
)
Source
rintTrunc_
::
RoundMode
->
Precision
->
MPFR
-> (
MPFR
,
Int
)
Source
modf_
Source
::
RoundMode
->
Precision
precision to compute integral part
->
Precision
precision to compute fractional part
->
MPFR
-> (
MPFR
,
MPFR
,
Int
)
frac_
::
RoundMode
->
Precision
->
MPFR
-> (
MPFR
,
Int
)
Source
fmod_
::
RoundMode
->
Precision
->
MPFR
->
MPFR
-> (
MPFR
,
Int
)
Source
remainder_
::
RoundMode
->
Precision
->
MPFR
->
MPFR
-> (
MPFR
,
Int
)
Source
remquo_
::
RoundMode
->
Precision
->
MPFR
->
MPFR
-> (
MPFR
,
Int
,
Int
)
Source
isInteger
::
MPFR
->
Bool
Source
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