mirror of https://github.com/python/cpython
Added Doc strings -- by Chris Petrilli.
This commit is contained in:
Guido van Rossum
parent
13fdf5e917
commit
c6e22902ad
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@ -48,6 +48,12 @@ static Py_complex c_acos(x)
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c_sqrt(c_diff(c_1,c_prod(x,x))))))));
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}
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static char c_acos_doc [] =
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"acos(x)\n\
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\n\
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Return the arc cosine of x.";
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static Py_complex c_acosh(x)
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Py_complex x;
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{
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@ -55,6 +61,12 @@ static Py_complex c_acosh(x)
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c_sqrt(c_diff(c_1,c_prod(x,x))))));
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}
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static char c_acosh_doc [] =
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"acosh(x)\n\
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\n\
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Return the hyperbolic cosine of x.";
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static Py_complex c_asin(x)
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Py_complex x;
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{
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@ -62,24 +74,48 @@ static Py_complex c_asin(x)
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c_sqrt(c_diff(c_1,c_prod(x,x)))))));
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}
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static char c_asin_doc [] =
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"asin(x)\n\
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\n\
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Return the arc sine of x.";
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static Py_complex c_asinh(x)
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Py_complex x;
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{
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return c_neg(c_log(c_diff(c_sqrt(c_sum(c_1,c_prod(x,x))),x)));
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}
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static char c_asinh_doc [] =
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"asinh(x)\n\
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\n\
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Return the hyperbolic arc sine of x.";
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static Py_complex c_atan(x)
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Py_complex x;
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{
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return c_prod(c_i2,c_log(c_quot(c_sum(c_i,x),c_diff(c_i,x))));
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}
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static char c_atan_doc [] =
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"atan(x)\n\
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\n\
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Return the arc tangent of x.";
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static Py_complex c_atanh(x)
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Py_complex x;
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{
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return c_prod(c_half,c_log(c_quot(c_sum(c_1,x),c_diff(c_1,x))));
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}
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static char c_atanh_doc [] =
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"atanh(x)\n\
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\n\
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Return the hyperbolic arc tangent of x.";
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static Py_complex c_cos(x)
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Py_complex x;
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{
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@ -89,6 +125,12 @@ static Py_complex c_cos(x)
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return r;
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}
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static char c_cos_doc [] =
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"cos(x)\n\
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\n\
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Return the cosine of x.";
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static Py_complex c_cosh(x)
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Py_complex x;
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{
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@ -98,6 +140,12 @@ static Py_complex c_cosh(x)
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return r;
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}
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static char c_cosh_doc [] =
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"cosh(x)\n\
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\n\
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Return the hyperbolic cosine of x.";
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static Py_complex c_exp(x)
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Py_complex x;
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{
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@ -108,6 +156,12 @@ static Py_complex c_exp(x)
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return r;
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}
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static char c_exp_doc [] =
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"exp(x)\n\
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\n\
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Return the exponential value e**x.";
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static Py_complex c_log(x)
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Py_complex x;
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{
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@ -118,6 +172,12 @@ static Py_complex c_log(x)
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return r;
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}
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static char c_log_doc [] =
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"log(x)\n\
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\n\
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Return the natural logarithm of x.";
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static Py_complex c_log10(x)
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Py_complex x;
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{
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@ -128,6 +188,13 @@ static Py_complex c_log10(x)
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return r;
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}
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static char c_log10_doc [] =
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"log10(x)\n\
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\n\
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Return the base-10 logarithm of x.";
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/* internal function not available from Python */
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static Py_complex c_prodi(x)
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Py_complex x;
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{
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@ -137,6 +204,7 @@ static Py_complex c_prodi(x)
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return r;
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}
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static Py_complex c_sin(x)
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Py_complex x;
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{
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@ -146,6 +214,12 @@ static Py_complex c_sin(x)
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return r;
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}
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static char c_sin_doc [] =
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"sin(x)\n\
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\n\
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Return the sine of x.";
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static Py_complex c_sinh(x)
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Py_complex x;
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{
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@ -155,6 +229,12 @@ static Py_complex c_sinh(x)
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return r;
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}
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static char c_sinh_doc [] =
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"sinh(x)\n\
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\n\
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Return the hyperbolic sine of x.";
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static Py_complex c_sqrt(x)
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Py_complex x;
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{
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@ -181,6 +261,12 @@ static Py_complex c_sqrt(x)
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return r;
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}
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static char c_sqrt_doc [] =
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"sqrt(x)\n\
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\n\
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Return the square root of x.";
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static Py_complex c_tan(x)
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Py_complex x;
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{
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@ -202,6 +288,12 @@ static Py_complex c_tan(x)
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return r;
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}
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static char c_tan_doc [] =
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"tan(x)\n\
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\n\
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Return the tangent of x.";
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static Py_complex c_tanh(x)
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Py_complex x;
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{
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@ -223,6 +315,11 @@ static Py_complex c_tanh(x)
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return r;
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}
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static char c_tanh_doc [] =
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"tanh(x)\n\
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\n\
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Return the hyperbolic tangent of x.";
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/* And now the glue to make them available from Python: */
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@ -281,23 +378,28 @@ FUNC1(cmath_tan, c_tan)
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FUNC1(cmath_tanh, c_tanh)
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static char module_doc [] =
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"This module is always available. It provides access to mathematical\n\
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functions for complex numbers.";
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static PyMethodDef cmath_methods[] = {
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{"acos", cmath_acos, 1},
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{"acosh", cmath_acosh, 1},
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{"asin", cmath_asin, 1},
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{"asinh", cmath_asinh, 1},
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{"atan", cmath_atan, 1},
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{"atanh", cmath_atanh, 1},
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{"cos", cmath_cos, 1},
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{"cosh", cmath_cosh, 1},
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{"exp", cmath_exp, 1},
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{"log", cmath_log, 1},
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{"log10", cmath_log10, 1},
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{"sin", cmath_sin, 1},
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{"sinh", cmath_sinh, 1},
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{"sqrt", cmath_sqrt, 1},
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{"tan", cmath_tan, 1},
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{"tanh", cmath_tanh, 1},
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{"acos", cmath_acos, 1, c_acos_doc},
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{"acosh", cmath_acosh, 1, c_acosh_doc},
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{"asin", cmath_asin, 1, c_asin_doc},
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{"asinh", cmath_asinh, 1, c_asinh_doc},
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{"atan", cmath_atan, 1, c_atan_doc},
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{"atanh", cmath_atanh, 1, c_atanh_doc},
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{"cos", cmath_cos, 1, c_cos_doc},
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{"cosh", cmath_cosh, 1, c_cosh_doc},
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{"exp", cmath_exp, 1, c_exp_doc},
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{"log", cmath_log, 1, c_log_doc},
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{"log10", cmath_log10, 1, c_log10_doc},
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{"sin", cmath_sin, 1, c_sin_doc},
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{"sinh", cmath_sinh, 1, c_sinh_doc},
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{"sqrt", cmath_sqrt, 1, c_sqrt_doc},
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{"tan", cmath_tan, 1, c_tan_doc},
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{"tanh", cmath_tanh, 1, c_tanh_doc},
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{NULL, NULL} /* sentinel */
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};
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@ -306,7 +408,7 @@ initcmath()
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{
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PyObject *m, *d, *v;
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m = Py_InitModule("cmath", cmath_methods);
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m = Py_InitModule3("cmath", cmath_methods, module_doc);
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d = PyModule_GetDict(m);
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PyDict_SetItemString(d, "pi",
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v = PyFloat_FromDouble(atan(1.0) * 4.0));
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@ -109,40 +109,63 @@ math_2(args, func)
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return PyFloat_FromDouble(x);
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}
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#define FUNC1(stubname, func) \
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#define FUNC1(stubname, func, docstring_name, docstring) \
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static PyObject * stubname(self, args) PyObject *self, *args; { \
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return math_1(args, func); \
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}
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}\
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static char docstring_name [] = docstring;
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#define FUNC2(stubname, func) \
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#define FUNC2(stubname, func, docstring_name, docstring) \
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static PyObject * stubname(self, args) PyObject *self, *args; { \
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return math_2(args, func); \
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}
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}\
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static char docstring_name [] = docstring;
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FUNC1(math_acos, acos)
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FUNC1(math_asin, asin)
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FUNC1(math_atan, atan)
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FUNC2(math_atan2, atan2)
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FUNC1(math_ceil, ceil)
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FUNC1(math_cos, cos)
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FUNC1(math_cosh, cosh)
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FUNC1(math_exp, exp)
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FUNC1(math_fabs, fabs)
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FUNC1(math_floor, floor)
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FUNC2(math_fmod, fmod)
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FUNC2(math_hypot, hypot)
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FUNC1(math_log, log)
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FUNC1(math_log10, log10)
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FUNC1(math_acos, acos, math_acos_doc,
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"acos(x)\n\nReturn the arc cosine of x.")
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FUNC1(math_asin, asin, math_asin_doc,
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"asin(x)\n\nReturn the arc sine of x.")
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FUNC1(math_atan, atan, math_atan_doc,
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"atan(x)\n\nReturn the arc tangent of x.")
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FUNC2(math_atan2, atan2, math_atan2_doc,
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"atan2(x)\n\nReturn atan(x /y).")
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FUNC1(math_ceil, ceil, math_ceil_doc,
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"ceil(x)\n\nReturn the ceiling of x as a real.")
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FUNC1(math_cos, cos, math_cos_doc,
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"cos(x)\n\nReturn the cosine of x.")
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FUNC1(math_cosh, cosh, math_cosh_doc,
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"cosh(x)\n\nReturn the hyperbolic cosine of x.")
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FUNC1(math_exp, exp, math_exp_doc,
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"exp(x)\n\nReturn e raised to the power of x.")
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FUNC1(math_fabs, fabs, math_fabs_doc,
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"fabs(x)\n\nReturn the absolute value of the real x.")
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FUNC1(math_floor, floor, math_floor_doc,
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"floor(x)\n\nReturn the floor of x as a real.")
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FUNC2(math_fmod, fmod, math_fmod_doc,
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"fmod(x,y)\n\nReturn x % y.")
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FUNC2(math_hypot, hypot, math_hypot_doc,
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"hypot(x,y)\n\nReturn the Euclidean distance, sqrt(x*x + y*y).")
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FUNC1(math_log, log, math_log_doc,
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"log(x)\n\nReturn the natural logarithm of x.")
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FUNC1(math_log10, log10, math_log10_doc,
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"log10(x)\n\nReturn the base-10 logarithm of x.")
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#ifdef MPW_3_1 /* This hack is needed for MPW 3.1 but not for 3.2 ... */
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FUNC2(math_pow, power)
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FUNC2(math_pow, power, math_pow_doc,
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"power(x,y)\n\nReturn x**y.")
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#else
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FUNC2(math_pow, pow)
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FUNC2(math_pow, pow, math_pow_doc,
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"pow(x,y)\n\nReturn x**y.")
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#endif
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FUNC1(math_sin, sin)
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FUNC1(math_sinh, sinh)
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FUNC1(math_sqrt, sqrt)
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FUNC1(math_tan, tan)
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FUNC1(math_tanh, tanh)
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FUNC1(math_sin, sin, math_sin_doc,
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"sin(x)\n\nReturn the sine of x.")
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FUNC1(math_sinh, sinh, math_sinh_doc,
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"sinh(x)\n\nReturn the hyperbolic sine of x.")
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FUNC1(math_sqrt, sqrt, math_sqrt_doc,
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"sqrt(x)\n\nReturn the square root of x.")
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FUNC1(math_tan, tan, math_tan_doc,
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"tan(x)\n\nReturn the tangent of x.")
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FUNC1(math_tanh, tanh, math_tanh_doc,
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"tanh(x)\n\nReturn the hyperbolic tangent of x.")
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static PyObject *
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@ -162,6 +185,12 @@ math_frexp(self, args)
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return Py_BuildValue("(di)", x, i);
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}
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static char math_frexp_doc [] =
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"frexp(x)\n\
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\n\
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Return the matissa and exponent for x. The mantissa is positive.";
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static PyObject *
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math_ldexp(self, args)
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PyObject *self;
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@ -182,6 +211,12 @@ math_ldexp(self, args)
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return PyFloat_FromDouble(x);
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}
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static char math_ldexp_doc [] =
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"ldexp_doc(x, i)\n\
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\n\
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Return x * (2**i).";
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static PyObject *
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math_modf(self, args)
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PyObject *self;
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@ -206,39 +241,51 @@ math_modf(self, args)
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return Py_BuildValue("(dd)", x, y);
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}
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static char math_modf_doc [] =
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"modf(x)\n\
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\n\
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Return the fractional and integer parts of x. Both results carry the sign\n\
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of x. The integer part is returned as a real.";
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static PyMethodDef math_methods[] = {
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{"acos", math_acos},
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{"asin", math_asin},
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{"atan", math_atan},
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{"atan2", math_atan2},
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{"ceil", math_ceil},
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{"cos", math_cos},
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{"cosh", math_cosh},
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{"exp", math_exp},
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{"fabs", math_fabs},
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{"floor", math_floor},
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{"fmod", math_fmod},
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{"frexp", math_frexp},
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{"hypot", math_hypot},
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{"ldexp", math_ldexp},
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{"log", math_log},
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{"log10", math_log10},
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{"modf", math_modf},
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{"pow", math_pow},
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{"sin", math_sin},
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{"sinh", math_sinh},
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{"sqrt", math_sqrt},
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{"tan", math_tan},
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{"tanh", math_tanh},
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{"acos", math_acos, 0, math_acos_doc},
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{"asin", math_asin, 0, math_asin_doc},
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{"atan", math_atan, 0, math_atan_doc},
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{"atan2", math_atan2, 0, math_atan2_doc},
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{"ceil", math_ceil, 0, math_ceil_doc},
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{"cos", math_cos, 0, math_cos_doc},
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{"cosh", math_cosh, 0, math_cosh_doc},
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{"exp", math_exp, 0, math_exp_doc},
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{"fabs", math_fabs, 0, math_fabs_doc},
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{"floor", math_floor, 0, math_floor_doc},
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{"fmod", math_fmod, 0, math_fmod_doc},
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{"frexp", math_frexp, 0, math_frexp_doc},
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{"hypot", math_hypot, 0, math_hypot_doc},
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{"ldexp", math_ldexp, 0, math_ldexp_doc},
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{"log", math_log, 0, math_log_doc},
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{"log10", math_log10, 0, math_log10_doc},
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{"modf", math_modf, 0, math_modf_doc},
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{"pow", math_pow, 0, math_pow_doc},
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{"sin", math_sin, 0, math_sin_doc},
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{"sinh", math_sinh, 0, math_sinh_doc},
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{"sqrt", math_sqrt, 0, math_sqrt_doc},
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{"tan", math_tan, 0, math_tan_doc},
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{"tanh", math_tanh, 0, math_tanh_doc},
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{NULL, NULL} /* sentinel */
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};
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static char module_doc [] =
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"This module is always available. It provides access to the\n\
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mathematical functions defined by the C standard.";
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DL_EXPORT(void)
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initmath()
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{
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PyObject *m, *d, *v;
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m = Py_InitModule("math", math_methods);
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m = Py_InitModule3("math", math_methods, module_doc);
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d = PyModule_GetDict(m);
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if (!(v = PyFloat_FromDouble(atan(1.0) * 4.0)))
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