The smallest Double ε such that 1 + ε ≠ 1.
Modulemath-functions-0.3.4.4Haskell2010
Numeric.MathFunctions.Constants
Constant values common to much numeric code.
Synopsis
- value m_epsilon
- value m_sqrt_eps
- value m_huge
- value m_tiny
- value m_max_exp
- value m_pos_inf
- value m_neg_inf
- value m_NaN
- value m_max_log
- value m_min_log
- value m_1_sqrt_2
- value m_2_sqrt_pi
- value m_ln_sqrt_2_pi
- value m_sqrt_2
- value m_sqrt_2_pi
- value m_eulerMascheroni
- Packagemath-functions-0.3.4.4
- Exports16
- LanguageHaskell2010
- LicenceBSD-2-Clause
- SourceConstants.hs
IEE754 constants
sqrt m_epsilonLargest representable finite value.
The smallest representable positive normalized value.
Positive infinity.
Negative infinity.
Not a number.
Maximum possible finite value of log x
Logarithm of smallest normalized double (m_tiny)
Mathematical constants
1 / sqrt 22 / sqrt pilog(sqrt((2*pi))sqrt 2sqrt (2 * pi)Euler–Mascheroni constant (γ = 0.57721...)