'xrdef {Math-title}{Mathematical Functions (\file {libm/math.h})}
'xrdef {Math-pg}{1}
'xrdef {Math-snt}{Chapter'tie1}
'xrdef {version-title}{Version of library}
'xrdef {version-pg}{2}
'xrdef {version-snt}{Section'tie1.1}
'xrdef {acos-title}{\code {acos}, \code {acosf}---arc cosine}
'xrdef {acos-pg}{3}
'xrdef {acos-snt}{Section'tie1.2}
'xrdef {acosh-title}{\code {acosh}, \code {acoshf}---inverse hyperbolic cosine}
'xrdef {acosh-pg}{4}
'xrdef {acosh-snt}{Section'tie1.3}
'xrdef {asin-title}{\code {asin}, \code {asinf}---arc sine}
'xrdef {asin-pg}{5}
'xrdef {asin-snt}{Section'tie1.4}
'xrdef {asinh-title}{\code {asinh}, \code {asinhf}---inverse hyperbolic sine}
'xrdef {asinh-pg}{6}
'xrdef {asinh-snt}{Section'tie1.5}
'xrdef {atan-title}{\code {atan}, \code {atanf}---arc tangent}
'xrdef {atan-pg}{7}
'xrdef {atan-snt}{Section'tie1.6}
'xrdef {atan2-title}{\code {atan2}, \code {atan2f}---arc tangent of y/x}
'xrdef {atan2-pg}{8}
'xrdef {atan2-snt}{Section'tie1.7}
'xrdef {atanh-title}{\code {atanh}, \code {atanhf}---inverse hyperbolic tangent}
'xrdef {atanh-pg}{9}
'xrdef {atanh-snt}{Section'tie1.8}
'xrdef {jN-title}{\code {jN},\code {jNf},\code {yN},\code {yNf}---Bessel functions}
'xrdef {jN-pg}{10}
'xrdef {jN-snt}{Section'tie1.9}
'xrdef {cbrt-title}{\code {cbrt}, \code {cbrtf}---cube root}
'xrdef {cbrt-pg}{11}
'xrdef {cbrt-snt}{Section'tie1.10}
'xrdef {copysign-title}{\code {copysign}, \code {copysignf}---sign of \var {y}, magnitude of \var {x}}
'xrdef {copysign-pg}{12}
'xrdef {copysign-snt}{Section'tie1.11}
'xrdef {cosh-title}{\code {cosh}, \code {coshf}---hyperbolic cosine}
'xrdef {cosh-pg}{13}
'xrdef {cosh-snt}{Section'tie1.12}
'xrdef {erf-title}{\code {erf}, \code {erff}, \code {erfc}, \code {erfcf}---error function}
'xrdef {erf-pg}{14}
'xrdef {erf-snt}{Section'tie1.13}
'xrdef {exp-title}{\code {exp}, \code {expf}---exponential}
'xrdef {exp-pg}{15}
'xrdef {exp-snt}{Section'tie1.14}
'xrdef {expm1-title}{\code {expm1}, \code {expm1f}---exponential minus 1}
'xrdef {expm1-pg}{16}
'xrdef {expm1-snt}{Section'tie1.15}
'xrdef {fabs-title}{\code {fabs}, \code {fabsf}---absolute value (magnitude)}
'xrdef {fabs-pg}{17}
'xrdef {fabs-snt}{Section'tie1.16}
'xrdef {floor-title}{\code {floor}, \code {floorf}, \code {ceil}, \code {ceilf}---floor and ceiling}
'xrdef {floor-pg}{18}
'xrdef {floor-snt}{Section'tie1.17}
'xrdef {fmod-title}{\code {fmod}, \code {fmodf}---floating-point remainder (modulo)}
'xrdef {fmod-pg}{19}
'xrdef {fmod-snt}{Section'tie1.18}
'xrdef {frexp-title}{\code {frexp}, \code {frexpf}---split floating-point number}
'xrdef {frexp-pg}{20}
'xrdef {frexp-snt}{Section'tie1.19}
'xrdef {gamma-title}{\code {gamma}, \code {gammaf}, \code {lgamma}, \code {lgammaf}, \code {gamma_r},}
'xrdef {gamma-pg}{21}
'xrdef {gamma-snt}{Section'tie1.20}
'xrdef {hypot-title}{\code {hypot}, \code {hypotf}---distance from origin}
'xrdef {hypot-pg}{23}
'xrdef {hypot-snt}{Section'tie1.21}
'xrdef {ilogb-title}{\code {ilogb}, \code {ilogbf}---get exponent of floating point number}
'xrdef {ilogb-pg}{24}
'xrdef {ilogb-snt}{Section'tie1.22}
'xrdef {infinity-title}{\code {infinity}, \code {infinityf}---representation of infinity}
'xrdef {infinity-pg}{25}
'xrdef {infinity-snt}{Section'tie1.23}
'xrdef {isnan-title}{\code {isnan},\code {isnanf},\code {isinf},\code {isinff},\code {finite},\code {finitef}---test for exceptional numbers}
'xrdef {isnan-pg}{26}
'xrdef {isnan-snt}{Section'tie1.24}
'xrdef {ldexp-title}{\code {ldexp}, \code {ldexpf}---load exponent}
'xrdef {ldexp-pg}{27}
'xrdef {ldexp-snt}{Section'tie1.25}
'xrdef {log-title}{\code {log}, \code {logf}---natural logarithms}
'xrdef {log-pg}{28}
'xrdef {log-snt}{Section'tie1.26}
'xrdef {log10-title}{\code {log10}, \code {log10f}---base 10 logarithms}
'xrdef {log10-pg}{29}
'xrdef {log10-snt}{Section'tie1.27}
'xrdef {log1p-title}{\code {log1p}, \code {log1pf}---log of \code {1 + \var {x}}}
'xrdef {log1p-pg}{30}
'xrdef {log1p-snt}{Section'tie1.28}
'xrdef {matherr-title}{\code {matherr}---modifiable math error handler}
'xrdef {matherr-pg}{31}
'xrdef {matherr-snt}{Section'tie1.29}
'xrdef {modf-title}{\code {modf}, \code {modff}---split fractional and integer parts}
'xrdef {modf-pg}{33}
'xrdef {modf-snt}{Section'tie1.30}
'xrdef {nan-title}{\code {nan}, \code {nanf}---representation of infinity}
'xrdef {nan-pg}{34}
'xrdef {nan-snt}{Section'tie1.31}
'xrdef {nextafter-title}{\code {nextafter}, \code {nextafterf}---get next number}
'xrdef {nextafter-pg}{35}
'xrdef {nextafter-snt}{Section'tie1.32}
'xrdef {pow-title}{\code {pow}, \code {powf}---x to the power y}
'xrdef {pow-pg}{36}
'xrdef {pow-snt}{Section'tie1.33}
'xrdef {rint-title}{\code {rint}, \code {rintf}, \code {remainder}, \code {remainderf}---round and remainder}
'xrdef {rint-pg}{37}
'xrdef {rint-snt}{Section'tie1.34}
'xrdef {scalbn-title}{\code {scalbn}, \code {scalbnf}---scale by integer}
'xrdef {scalbn-pg}{38}
'xrdef {scalbn-snt}{Section'tie1.35}
'xrdef {sqrt-title}{\code {sqrt}, \code {sqrtf}---positive square root}
'xrdef {sqrt-pg}{39}
'xrdef {sqrt-snt}{Section'tie1.36}
'xrdef {sin-title}{\code {sin}, \code {sinf}, \code {cos}, \code {cosf}---sine or cosine}
'xrdef {sin-pg}{40}
'xrdef {sin-snt}{Section'tie1.37}
'xrdef {sinh-title}{\code {sinh}, \code {sinhf}---hyperbolic sine}
'xrdef {sinh-pg}{41}
'xrdef {sinh-snt}{Section'tie1.38}
'xrdef {tan-title}{\code {tan}, \code {tanf}---tangent}
'xrdef {tan-pg}{42}
'xrdef {tan-snt}{Section'tie1.39}
'xrdef {tanh-title}{\code {tanh}, \code {tanhf}---hyperbolic tangent}
'xrdef {tanh-pg}{43}
'xrdef {tanh-snt}{Section'tie1.40}
'xrdef {Reentrancy-title}{Reentrancy Properties of \code {libm}}
'xrdef {Reentrancy-pg}{45}
'xrdef {Reentrancy-snt}{Chapter'tie2}
'xrdef {Index-title}{Index}
'xrdef {Index-pg}{47}
'xrdef {Index-snt}{}
