Boost C++ Libraries

...one of the most highly regarded and expertly designed C++ library projects in the world. â€” Herb Sutter and Andrei Alexandrescu, C++ Coding Standards

Function Index

Function Index

A B C D E F H I L M N O P R S T V X Z

A

B

bits
bit_flip
- Generic Integer Operations
- number
bit_set
bit_test
- Generic Integer Operations
- number
bit_unset
- Generic Integer Operations
- number

C

cbrt
- Backend Requirements
- number
changesign
- Backend Requirements
- number
compare
- number
conj
- number
constexpr
- std::numeric_limits<> constants
convert_to
- number
copysign
- Backend Requirements
- number
cos
- Calculating an Integral
- number
cpp_bin_float
- History
cpp_dec_float
- TODO

D

data
default_precision
- number
denominator
digits10
- std::numeric_limits<> constants
divide_qr
- Generic Integer Operations
- number

E

e
- Mixed Precision Arithmetic
empty
- mpfi_float
erf
- Backend Requirements
- number
erfc
- Backend Requirements
- number
eval_add
- Optional Requirements on the Backend Type
eval_bitwise_and
- Optional Requirements on the Backend Type
eval_bitwise_or
- Optional Requirements on the Backend Type
eval_bitwise_xor
- Optional Requirements on the Backend Type
eval_divide
- Optional Requirements on the Backend Type
eval_eq
- Optional Requirements on the Backend Type
eval_gcd
- Optional Requirements on the Backend Type
eval_get_sign
- Optional Requirements on the Backend Type
eval_gt
- Optional Requirements on the Backend Type
eval_increment
- Optional Requirements on the Backend Type
eval_lcm
- Optional Requirements on the Backend Type
eval_lt
- Optional Requirements on the Backend Type
eval_modulus
- Compulsory Requirements on the Backend type.
- Optional Requirements on the Backend Type
eval_multiply
- Optional Requirements on the Backend Type
eval_multiply_add
- Optional Requirements on the Backend Type
eval_multiply_subtract
- Optional Requirements on the Backend Type
eval_nearbyint
- Optional Requirements on the Backend Type
eval_round
- Optional Requirements on the Backend Type
eval_scalbn
- Optional Requirements on the Backend Type
eval_subtract
- Optional Requirements on the Backend Type
exp
- number
- Variable-Precision Newton Evaluation
expm1
- Backend Requirements
- number
export_bits
- Importing and Exporting Data to and from cpp_int and cpp_bin_float
expression
- Introduction

F

f
- Importing and Exporting Data to and from cpp_int and cpp_bin_float
- Variable-Precision Newton Evaluation
fma
- number
fpclassify
- number
frexp
- number

H

half
- Variable-Precision Newton Evaluation

I

i
- Constructing and Interconverting Between Number Types
- Mixed Precision Arithmetic
if
- Primality Testing
ilogb
- History
- number
imag
- number
in
- mpfi_float
infinity
- std :: numeric_limits <> functions
- std::numeric_limits<> constants
integer_modulus
- Generic Integer Operations
- number
iround
- number
isfinite
- number
isgreater
- number
isgreaterequal
- number
isinf
- number
isless
- number
islessequal
- number
islessgreater
- number
isnan
- number
isnormal
- number
isunordered
- number
itrunc
- number

L

lgamma
- Backend Requirements
- number
llrint
- Backend Requirements
- number
llround
- number
lltrunc
- number
log1p
- Backend Requirements
- number
log_postfix_event
- logged_adaptor
log_prefix_event
- logged_adaptor
lrint
- Backend Requirements
- number
lround
- number
lsb
- Generic Integer Operations
- number
ltrunc
- number

M

miller_rabin_test
modf
- number
msb
- Generic Integer Operations
- number
multiply

N

nextafter
- Backend Requirements
- number
nexttoward
- Backend Requirements
- number
norm
- number
numerator

O

of
- float128
- Optional Requirements on the Backend Type
overlap
- mpfi_float

P

polar
- number
pow
- number
powm
- Generic Integer Operations
- number
precision
proj
- number
proper_subset
- mpfi_float

R

r
- Bit Operations
real
- number
remainder
- number
remquo
- number
result
- Importing and Exporting Data to and from cpp_int and cpp_bin_float
- Introduction
round
- number

S

T

V

v
- Defining a Special Function.
value

X

x
- Variable-Precision Newton Evaluation

Z

zero
zero_in
- mpfi_float