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High-level bindings to single-precision Cephes functions.

This provides safe access to a subset of the Cephes functions. Note that Cephes implements less functions for single than for double precision.

Functions

  • Function to compute the beta function.
  • Function to accurately compute the error function of x
  • Function to accurately compute the complementary error function of x
  • Function to compute the base-10 exponential of x
  • Function to accurately compute exp(x) - 1 for small x
  • Function to accurately compute the exponential of a squared argument
  • Factorial function.
  • Gamma function.
  • Regularized incomplete gamma integral.
  • Complemented incomplete gamma integral.
  • Inverse of complemented incomplete gamma integral.
  • Function to compute the regularized incomplete beta function.
  • Inverse of incomplete beta integral.
  • Natural logarithm of gamma function.
  • Function to accurately compute log(1 + x)
  • Psi (digamma) function.
  • Reciprocal gamma function.
  • Function to accurately compute hyperbolic sine and cosine integrals
  • Function to accurately compute sine and cosine integrals
  • Function to accurately compute the dilogarithm function