@@ -29,86 +29,86 @@ noted otherwise, all return values are floats.
2929==================================================== ============================================
3030**Number-theoretic and representation functions **
3131--------------------------------------------------------------------------------------------------
32- :func: `ceil(x) <ceil> ` Ceiling of *x *, the smallest integer greater than or equal to *x *.
33- :func: `comb(n, k) <comb> ` Number of ways to choose *k * items from *n * items without repetition and without order.
34- :func: `copysign(x, y) <copysign> ` Magnitude (absolute value) of *x * with the sign of *y *.
35- :func: `fabs(x) <fabs> ` Absolute value of *x *.
36- :func: `factorial(n) <factorial> ` *n * factorial.
37- :func: `floor (x) <floor> ` Floor of *x *, the largest integer less than or equal to *x *.
38- :func: `fma(x, y, z) <fma> ` Fused multiply-add operation: ``(x * y) + z ``.
39- :func: `fmod(x, y) <fmod> ` Remainder of division ``x / y ``.
40- :func: `frexp(x) <frexp> ` Mantissa and exponent of *x *.
41- :func: `fsum(iterable) <fsum> ` Sum of values in the input *iterable *.
42- :func: `gcd(*integers) <gcd> ` Greatest common divisor of the integer arguments.
43- :func: `isclose(a, b, rel_tol, abs_tol) <isclose> ` Check if the values *a * and *b * are close to each other.
44- :func: `isfinite(x) <isfinite> ` Check if *x * is neither an infinity nor a NaN.
45- :func: `isinf(x) <isinf> ` Check if *x * is a positive or negative infinity.
46- :func: `isnan(x) <isnan> ` Check if *x * is a NaN (not a number).
47- :func: `isqrt(n) <isqrt> ` Integer square root of a nonnegative integer *n *.
48- :func: `lcm(*integers) <lcm> ` Least common multiple of the integer arguments.
49- :func: `ldexp(x, i) <ldexp> ` ``x * (2**i) ``, inverse of function :func: `frexp `.
50- :func: `modf(x) <modf> ` Fractional and integer parts of *x *.
51- :func: `nextafter(x, y, steps) <nextafter> ` Floating-point value *steps * steps after *x * towards *y *.
52- :func: `perm(n, k) <perm> ` Number of ways to choose *k * items from *n * items without repetition and with order.
53- :func: `prod(iterable, start) <prod> ` Product of elements in the input *iterable * with a *start * value.
54- :func: `remainder(x, y) <remainder> ` Remainder of *x * with respect to *y *.
55- :func: `sumprod(p, q) <sumprod> ` Sum of products from two iterables *p * and *q *.
56- :func: `trunc(x) <trunc> ` Integer part of *x *.
57- :func: `ulp(x) <ulp> ` Value of the least significant bit of *x *.
32+ :func: `ceil(x) <ceil> ` Ceiling of *x *, the smallest integer greater than or equal to *x *
33+ :func: `comb(n, k) <comb> ` Number of ways to choose *k * items from *n * items without repetition and without order
34+ :func: `copysign(x, y) <copysign> ` Magnitude (absolute value) of *x * with the sign of *y *
35+ :func: `fabs(x) <fabs> ` Absolute value of *x *
36+ :func: `factorial(n) <factorial> ` *n * factorial
37+ :func: `floor (x) <floor> ` Floor of *x *, the largest integer less than or equal to *x *
38+ :func: `fma(x, y, z) <fma> ` Fused multiply-add operation: ``(x * y) + z ``
39+ :func: `fmod(x, y) <fmod> ` Remainder of division ``x / y ``
40+ :func: `frexp(x) <frexp> ` Mantissa and exponent of *x *
41+ :func: `fsum(iterable) <fsum> ` Sum of values in the input *iterable *
42+ :func: `gcd(*integers) <gcd> ` Greatest common divisor of the integer arguments
43+ :func: `isclose(a, b, rel_tol, abs_tol) <isclose> ` Check if the values *a * and *b * are close to each other
44+ :func: `isfinite(x) <isfinite> ` Check if *x * is neither an infinity nor a NaN
45+ :func: `isinf(x) <isinf> ` Check if *x * is a positive or negative infinity
46+ :func: `isnan(x) <isnan> ` Check if *x * is a NaN (not a number)
47+ :func: `isqrt(n) <isqrt> ` Integer square root of a nonnegative integer *n *
48+ :func: `lcm(*integers) <lcm> ` Least common multiple of the integer arguments
49+ :func: `ldexp(x, i) <ldexp> ` ``x * (2**i) ``, inverse of function :func: `frexp `
50+ :func: `modf(x) <modf> ` Fractional and integer parts of *x *
51+ :func: `nextafter(x, y, steps) <nextafter> ` Floating-point value *steps * steps after *x * towards *y *
52+ :func: `perm(n, k) <perm> ` Number of ways to choose *k * items from *n * items without repetition and with order
53+ :func: `prod(iterable, start) <prod> ` Product of elements in the input *iterable * with a *start * value
54+ :func: `remainder(x, y) <remainder> ` Remainder of *x * with respect to *y *
55+ :func: `sumprod(p, q) <sumprod> ` Sum of products from two iterables *p * and *q *
56+ :func: `trunc(x) <trunc> ` Integer part of *x *
57+ :func: `ulp(x) <ulp> ` Value of the least significant bit of *x *
5858
5959**Power and logarithmic functions **
6060--------------------------------------------------------------------------------------------------
61- :func: `cbrt(x) <cbrt> ` Cube root of *x *.
62- :func: `exp(x) <exp> ` *e * raised to the power *x *.
63- :func: `exp2(x) <exp2> ` *2 * raised to the power *x *.
64- :func: `expm1(x) <expm1> ` *e * raised to the power *x *, minus 1.
65- :func: `log(x, base) <log> ` Logarithm of *x * to the given base (*e * by default).
66- :func: `log1p(x) <log1p> ` Natural logarithm of *1+x * (base *e *).
67- :func: `log2(x) <log2> ` Base-2 logarithm of *x *.
68- :func: `log10(x) <log10> ` Base-10 logarithm of *x *.
69- :func: `pow(x, y) <pow> ` *x * raised to the power *y *.
70- :func: `sqrt(x) <sqrt> ` Square root of *x *.
61+ :func: `cbrt(x) <cbrt> ` Cube root of *x *
62+ :func: `exp(x) <exp> ` *e * raised to the power *x *
63+ :func: `exp2(x) <exp2> ` *2 * raised to the power *x *
64+ :func: `expm1(x) <expm1> ` *e * raised to the power *x *, minus 1
65+ :func: `log(x, base) <log> ` Logarithm of *x * to the given base (*e * by default)
66+ :func: `log1p(x) <log1p> ` Natural logarithm of *1+x * (base *e *)
67+ :func: `log2(x) <log2> ` Base-2 logarithm of *x *
68+ :func: `log10(x) <log10> ` Base-10 logarithm of *x *
69+ :func: `pow(x, y) <pow> ` *x * raised to the power *y *
70+ :func: `sqrt(x) <sqrt> ` Square root of *x *
7171
7272**Trigonometric functions **
7373--------------------------------------------------------------------------------------------------
74- :func: `acos(x) <acos> ` Arc cosine of *x *.
75- :func: `asin(x) <asin> ` Arc sine of *x *.
76- :func: `atan(x) <atan> ` Arc tangent of *x *.
77- :func: `atan2(y, x) <atan2> ` ``atan(y / x) ``.
78- :func: `cos(x) <cos> ` Cosine of *x *.
79- :func: `dist(p, q) <dist> ` Euclidean distance between two points *p * and *q * given as an iterable of coordinates.
80- :func: `hypot(*coordinates) <hypot> ` Euclidean norm of an iterable of coordinates.
81- :func: `sin(x) <sin> ` Sine of *x *.
82- :func: `tan(x) <tan> ` Tangent of *x *.
74+ :func: `acos(x) <acos> ` Arc cosine of *x *
75+ :func: `asin(x) <asin> ` Arc sine of *x *
76+ :func: `atan(x) <atan> ` Arc tangent of *x *
77+ :func: `atan2(y, x) <atan2> ` ``atan(y / x) ``
78+ :func: `cos(x) <cos> ` Cosine of *x *
79+ :func: `dist(p, q) <dist> ` Euclidean distance between two points *p * and *q * given as an iterable of coordinates
80+ :func: `hypot(*coordinates) <hypot> ` Euclidean norm of an iterable of coordinates
81+ :func: `sin(x) <sin> ` Sine of *x *
82+ :func: `tan(x) <tan> ` Tangent of *x *
8383
8484**Angular conversion **
8585--------------------------------------------------------------------------------------------------
86- :func: `degrees(x) <degrees> ` Convert angle *x * from radians to degrees.
87- :func: `radians(x) <radians> ` Convert angle *x * from degrees to radians.
86+ :func: `degrees(x) <degrees> ` Convert angle *x * from radians to degrees
87+ :func: `radians(x) <radians> ` Convert angle *x * from degrees to radians
8888
8989**Hyperbolic functions **
9090--------------------------------------------------------------------------------------------------
91- :func: `acosh(x) <acosh> ` Inverse hyperbolic cosine of *x *.
92- :func: `asinh(x) <asinh> ` Inverse hyperbolic sine of *x *.
93- :func: `atanh(x) <atanh> ` Inverse hyperbolic tangent of *x *.
94- :func: `cosh(x) <cosh> ` Hyperbolic cosine of *x *.
95- :func: `sinh(x) <sinh> ` Hyperbolic sine of *x *.
96- :func: `tanh(x) <tanh> ` Hyperbolic tangent of *x *.
91+ :func: `acosh(x) <acosh> ` Inverse hyperbolic cosine of *x *
92+ :func: `asinh(x) <asinh> ` Inverse hyperbolic sine of *x *
93+ :func: `atanh(x) <atanh> ` Inverse hyperbolic tangent of *x *
94+ :func: `cosh(x) <cosh> ` Hyperbolic cosine of *x *
95+ :func: `sinh(x) <sinh> ` Hyperbolic sine of *x *
96+ :func: `tanh(x) <tanh> ` Hyperbolic tangent of *x *
9797
9898**Special functions **
9999--------------------------------------------------------------------------------------------------
100- :func: `erf(x) <erf> ` `Error function <https://en.wikipedia.org/wiki/Error_function >`_ at *x *.
101- :func: `erfc(x) <erfc> ` `Complementary error function <https://en.wikipedia.org/wiki/Error_function >`_ at *x *.
102- :func: `gamma(x) <gamma> ` `Gamma function <https://en.wikipedia.org/wiki/Gamma_function >`_ at *x *.
103- :func: `lgamma(x) <lgamma> ` Natural logarithm of the absolute value of the `Gamma function <https://en.wikipedia.org/wiki/Gamma_function >`_ at *x *.
100+ :func: `erf(x) <erf> ` `Error function <https://en.wikipedia.org/wiki/Error_function >`_ at *x *
101+ :func: `erfc(x) <erfc> ` `Complementary error function <https://en.wikipedia.org/wiki/Error_function >`_ at *x *
102+ :func: `gamma(x) <gamma> ` `Gamma function <https://en.wikipedia.org/wiki/Gamma_function >`_ at *x *
103+ :func: `lgamma(x) <lgamma> ` Natural logarithm of the absolute value of the `Gamma function <https://en.wikipedia.org/wiki/Gamma_function >`_ at *x *
104104
105105**Constants **
106106--------------------------------------------------------------------------------------------------
107107:data: `pi ` *π * = 3.141592...
108108:data: `e ` *e * = 2.718281...
109- :data: `tau ` *τ * = 2\ *π * = 6.283185....
110- :data: `inf ` Positive infinity.
111- :data: `nan ` "Not a number" (NaN).
109+ :data: `tau ` *τ * = 2\ *π * = 6.283185...
110+ :data: `inf ` Positive infinity
111+ :data: `nan ` "Not a number" (NaN)
112112==================================================== ============================================
113113
114114
0 commit comments