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1.1 root 1: .EQ
2: delim $$
3: .EN
4: .TH ERF 3M
5: .CT 2 math
6: .SH NAME
7: erf, erfc \(mi error function
8: .SH SYNOPSIS
9: .B #include <math.h>
10: .PP
11: .B double erf(x)
12: .br
13: .B double x;
14: .PP
15: .B double erfc(x)
16: .br
17: .B double x;
18: .SH DESCRIPTION
19: These functions calculate the error function
20: .RI erf( x )
21: .if n .ig
22: $=~2 pi sup -1/2 int from 0 to x roman e sup -t sup 2 dt$
23: ..
24: and the complementary error function
25: .RI erfc( x )
26: .if n .ig
27: $=~ 1 - erf( x )$
28: ..
29: \&.
30: The error criterion for both
31: .I erf
32: and
33: .I erfc
34: is relative.
35: .SH DIAGNOSTICS
36: There are no error returns.
37: .EQ
38: delim off
39: .EN
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