0.02256 0.13476 0.24430 0.34913 0.44747 0.53790 0.61941 0.69143 0.75381 0.80677 0.85084 0.88679 0.91553 0.93807 0.95538 0.96841 0.97804 0.98500 0.98994 0.99338 0.99572 …

The error and complementary error functions occur, for example, in solutions of the heat equation when boundary conditions are given by the Heaviside step function. The error function and its …

Appendix G: Tables of Error Function ERF .Ol .011283415556 .02 .022564574692 .03 .033841222342 .04 .045111106145 .05 .056371977797 .06 .067621594393 .07 …

What is the Error Function? The error function (also called the Gaussian error function or Cramp function) is one way to give us probabilities for normally distributed random variables.

The following is the error function and complementary error function table that shows the values of erf (x) and erfc (x) for x ranging from 0 to 3.5 with an increment of 0.01.

comperrfnc.PDF - Montana State University ... comperrfnc.PDF

Use this ERF calculator to easily calculate the Gauss error function erf (x) for any real-valued x and the inverse error function erf-1(y), y ∈ [-1, 1]. It can also output their complementary …

erf(z) 0.8427007 0.8468104 0.850838 0.8547842 0.8586499 0.8624361 0.8661435 0.8697733 0.8733261 0.8768031 0.880205 0.883533 0.8867879 0.8899706 0.8930823 0.8961238 …

First, to the best of our knowledge, this is the first book (except Russian versions of essentially the same book), which presents a comprehensive collection of integrals related to the error function.

The table and diagram below show the form of the Gaussian error function. For diffusion processes, the argument of the function, z = x / 2 (Dt) 0.5, is dimensionless, and the error …