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17814 lines (17814 loc) · 364 KB
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{
"@stdlib/math/base/special/labs": {
"$schema": "math/base@v1.0",
"base_alias": "abs",
"alias": "labs",
"pkg_desc": "compute an absolute value of a signed 32-bit integer",
"desc": "computes an absolute value of a signed 32-bit integer",
"short_desc": "absolute value",
"parameters": [
{
"name": "x",
"desc": "input value",
"type": {
"javascript": "number",
"jsdoc": "integer",
"c": "int32_t",
"dtype": "int32"
},
"domain": [
{
"min": "-infinity",
"max": "infinity"
}
],
"rand": {
"prng": "random/base/discrete-uniform",
"parameters": [
-10,
10
]
},
"example_values": [
0,
-5,
2,
-10,
-1,
2,
3,
4,
9,
-16,
25,
-36,
-49,
64,
81,
100,
-99,
10,
-50,
98
]
}
],
"output_policy": "real_floating_point_and_generic",
"returns": {
"desc": "absolute value",
"type": {
"javascript": "number",
"jsdoc": "integer",
"c": "int32_t",
"dtype": "int32"
}
},
"keywords": [
"abs",
"labs",
"absolute",
"magnitude"
],
"extra_keywords": [
"math.abs"
]
},
"@stdlib/number/uint8/base/identity": {},
"@stdlib/number/uint16/base/identity": {},
"@stdlib/number/uint32/base/identity": {},
"@stdlib/math/base/special/absf": {
"$schema": "math/base@v1.0",
"base_alias": "abs",
"alias": "absf",
"pkg_desc": "compute the absolute value of a single-precision floating-point number",
"desc": "computes the absolute value of a single-precision floating-point number",
"short_desc": "absolute value",
"parameters": [
{
"name": "x",
"desc": "input value",
"type": {
"javascript": "number",
"jsdoc": "number",
"c": "float",
"dtype": "float32"
},
"domain": [
{
"min": "-infinity",
"max": "infinity"
}
],
"rand": {
"prng": "random/base/uniform",
"parameters": [
-10,
10
]
},
"example_values": [
64,
27,
0,
0.1,
-9,
8,
-1,
125,
-10.2,
11.3,
-12.4,
3.5,
-1.6,
15.7,
-16,
17.9,
-188,
19.11,
-200,
21.15
]
}
],
"output_policy": "same",
"returns": {
"desc": "absolute value",
"type": {
"javascript": "number",
"jsdoc": "number",
"c": "float",
"dtype": "float32"
}
},
"keywords": [
"abs",
"absf",
"fabsf",
"absolute",
"magnitude",
"value"
],
"extra_keywords": [
"math.abs"
]
},
"@stdlib/math/base/special/abs": {
"$schema": "math/base@v1.0",
"base_alias": "abs",
"alias": "abs",
"pkg_desc": "compute the absolute value",
"desc": "computes the absolute value",
"short_desc": "absolute value",
"parameters": [
{
"name": "x",
"desc": "input value",
"type": {
"javascript": "number",
"jsdoc": "number",
"c": "double",
"dtype": "float64"
},
"domain": [
{
"min": "-infinity",
"max": "infinity"
}
],
"rand": {
"prng": "random/base/uniform",
"parameters": [
-10,
10
]
},
"example_values": [
64,
27,
0,
0.1,
-9,
8,
-1,
125,
-10.2,
11.3,
-12.4,
3.5,
-1.6,
15.7,
-16,
17.9,
-188,
19.11,
-200,
21.15
]
}
],
"output_policy": "same",
"returns": {
"desc": "absolute value",
"type": {
"javascript": "number",
"jsdoc": "number",
"c": "double",
"dtype": "float64"
}
},
"keywords": [
"abs",
"absolute",
"magnitude"
],
"extra_keywords": [
"math.abs"
]
},
"@stdlib/math/base/special/cabsf": {
"$schema": "math/base@v1.0",
"base_alias": "abs",
"alias": "cabsf",
"pkg_desc": "compute the absolute value of a single-precision complex floating-point number",
"desc": "computes the absolute value of a single-precision complex floating-point number",
"short_desc": "absolute value",
"parameters": [
{
"name": "z",
"desc": "input value",
"type": {
"javascript": "Complex64",
"jsdoc": "Complex64",
"c": "stdlib_complex64_t",
"dtype": "complex64"
},
"domain": null,
"rand": {
"prng": "random/base/uniform",
"parameters": [
[
-10,
10
],
[
-10,
10
]
]
},
"example_values": [
{
"re": -3.14,
"im": -1.5
},
{
"re": 0,
"im": 0
},
{
"re": -1.5,
"im": 2.5
},
{
"re": 2.5,
"im": -1.5
},
{
"re": 0,
"im": -3.7
},
{
"re": 4.2,
"im": 0
},
{
"re": 21.2,
"im": 3
},
{
"re": 11,
"im": -5
},
{
"re": 33,
"im": -14.67
},
{
"re": -42,
"im": 9.3
},
{
"re": -3,
"im": 3
},
{
"re": 73,
"im": 31
},
{
"re": -2.45,
"im": 1.23
},
{
"re": 2.45,
"im": -1.23
},
{
"re": 1.77,
"im": -3.14
},
{
"re": -7.5,
"im": 8.2
},
{
"re": 5.5,
"im": -12.3
},
{
"re": -15.8,
"im": 0.4
},
{
"re": 0.99,
"im": -0.99
},
{
"re": 0.43,
"im": 0.91
}
]
}
],
"output_policy": "real_floating_point_and_generic",
"returns": {
"desc": "absolute value",
"type": {
"javascript": "number",
"jsdoc": "number",
"c": "float",
"dtype": "float32"
}
},
"keywords": [
"abs",
"absolute",
"magnitude",
"modulus",
"distance",
"complex",
"cmplx"
],
"extra_keywords": [
"math.abs"
]
},
"@stdlib/math/base/special/cabs": {
"$schema": "math/base@v1.0",
"base_alias": "abs",
"alias": "cabs",
"pkg_desc": "compute the absolute value of a double-precision complex floating-point number",
"desc": "computes the absolute value of a double-precision complex floating-point number",
"short_desc": "absolute value",
"parameters": [
{
"name": "z",
"desc": "input value",
"type": {
"javascript": "Complex128",
"jsdoc": "Complex128",
"c": "stdlib_complex128_t",
"dtype": "complex128"
},
"domain": null,
"rand": {
"prng": "random/base/uniform",
"parameters": [
[
-10,
10
],
[
-10,
10
]
]
},
"example_values": [
{
"re": -3.14,
"im": -1.5
},
{
"re": 0,
"im": 0
},
{
"re": -1.5,
"im": 2.5
},
{
"re": 2.5,
"im": -1.5
},
{
"re": 0,
"im": -3.7
},
{
"re": 4.2,
"im": 0
},
{
"re": 21.2,
"im": 3
},
{
"re": 11,
"im": -5
},
{
"re": 33,
"im": -14.67
},
{
"re": -42,
"im": 9.3
},
{
"re": -3,
"im": 3
},
{
"re": 73,
"im": 31
},
{
"re": -2.45,
"im": 1.23
},
{
"re": 2.45,
"im": -1.23
},
{
"re": 1.77,
"im": -3.14
},
{
"re": -7.5,
"im": 8.2
},
{
"re": 5.5,
"im": -12.3
},
{
"re": -15.8,
"im": 0.4
},
{
"re": 0.99,
"im": -0.99
},
{
"re": 0.43,
"im": 0.91
}
]
}
],
"output_policy": "real_floating_point_and_generic",
"returns": {
"desc": "absolute value",
"type": {
"javascript": "number",
"jsdoc": "number",
"c": "double",
"dtype": "float64"
}
},
"keywords": [
"abs",
"absolute",
"magnitude",
"modulus",
"distance",
"complex",
"cmplx",
"number"
],
"extra_keywords": [
"math.abs"
]
},
"@stdlib/math/base/special/abs2f": {
"$schema": "math/base@v1.0",
"base_alias": "abs2",
"alias": "abs2f",
"pkg_desc": "compute the squared absolute value of a single-precision floating-point number",
"desc": "computes the squared absolute value of a single-precision floating-point number",
"short_desc": "squared absolute value",
"parameters": [
{
"name": "x",
"desc": "input value",
"type": {
"javascript": "number",
"jsdoc": "number",
"c": "float",
"dtype": "float32"
},
"domain": [
{
"min": "-infinity",
"max": "infinity"
}
],
"rand": {
"prng": "random/base/uniform",
"parameters": [
-10,
10
]
},
"example_values": [
64,
27,
0,
0.1,
-9,
8,
-1,
125,
-10.2,
11.3,
-12.4,
3.5,
-1.6,
15.7,
-16,
17.9,
-188,
19.11,
-200,
21.15
]
}
],
"output_policy": "same",
"returns": {
"desc": "squared absolute value",
"type": {
"javascript": "number",
"jsdoc": "number",
"c": "float",
"dtype": "float32"
}
},
"keywords": [
"abs",
"abs2f",
"squared",
"square",
"absolute",
"magnitude"
],
"extra_keywords": [
"math.abs"
]
},
"@stdlib/math/base/special/abs2": {
"$schema": "math/base@v1.0",
"base_alias": "abs2",
"alias": "abs2",
"pkg_desc": "compute the squared absolute value",
"desc": "computes the squared absolute value",
"short_desc": "squared absolute value",
"parameters": [
{
"name": "x",
"desc": "input value",
"type": {
"javascript": "number",
"jsdoc": "number",
"c": "double",
"dtype": "float64"
},
"domain": [
{
"min": "-infinity",
"max": "infinity"
}
],
"rand": {
"prng": "random/base/uniform",
"parameters": [
-10,
10
]
},
"example_values": [
64,
27,
0,
0.1,
-9,
8,
-1,
125,
-10.2,
11.3,
-12.4,
3.5,
-1.6,
15.7,
-16,
17.9,
-188,
19.11,
-200,
21.15
]
}
],
"output_policy": "same",
"returns": {
"desc": "squared absolute value",
"type": {
"javascript": "number",
"jsdoc": "number",
"c": "double",
"dtype": "float64"
}
},
"keywords": [
"abs",
"abs2",
"squared",
"square",
"absolute",
"magnitude"
],
"extra_keywords": [
"math.abs"
]
},
"@stdlib/math/base/special/cabs2f": {
"$schema": "math/base@v1.0",
"base_alias": "abs2",
"alias": "cabs2f",
"pkg_desc": "compute the squared absolute value of a single-precision complex floating-point number",
"desc": "computes the squared absolute value of a single-precision complex floating-point number",
"short_desc": "squared absolute value",
"parameters": [
{
"name": "z",
"desc": "input value",
"type": {
"javascript": "Complex64",
"jsdoc": "Complex64",
"c": "stdlib_complex64_t",
"dtype": "complex64"
},
"domain": null,
"rand": {
"prng": "random/base/uniform",
"parameters": [
[
-10,
10
],
[
-10,
10
]
]
},
"example_values": [
{
"re": -3.14,
"im": -1.5
},
{
"re": 0,
"im": 0
},
{
"re": -1.5,
"im": 2.5
},
{
"re": 2.5,
"im": -1.5
},
{
"re": 0,
"im": -3.7
},
{
"re": 4.2,
"im": 0
},
{
"re": 21.2,
"im": 3
},
{
"re": 11,
"im": -5
},
{
"re": 33,
"im": -14.67
},
{
"re": -42,
"im": 9.3
},
{
"re": -3,
"im": 3
},
{
"re": 73,
"im": 31
},
{
"re": -2.45,
"im": 1.23
},
{
"re": 2.45,
"im": -1.23
},
{
"re": 1.77,
"im": -3.14
},
{
"re": -7.5,
"im": 8.2
},
{
"re": 5.5,
"im": -12.3
},
{
"re": -15.8,
"im": 0.4
},
{
"re": 0.99,
"im": -0.99
},
{
"re": 0.43,
"im": 0.91
}
]
}
],
"output_policy": "real_floating_point_and_generic",
"returns": {
"desc": "absolute value",
"type": {
"javascript": "number",
"jsdoc": "number",
"c": "float",
"dtype": "float32"
}
},
"keywords": [
"abs2",
"squared",
"absolute",
"magnitude",
"distance",
"complex",
"cmplx"
],
"extra_keywords": [
"math.abs"
]
},
"@stdlib/math/base/special/cabs2": {
"$schema": "math/base@v1.0",
"base_alias": "abs2",
"alias": "cabs2",
"pkg_desc": "compute the squared absolute value of a complex number",
"desc": "computes the squared absolute value of a complex number",
"short_desc": "squared absolute value",
"parameters": [
{
"name": "z",
"desc": "input value",
"type": {
"javascript": "Complex128",
"jsdoc": "Complex128",
"c": "stdlib_complex128_t",
"dtype": "complex128"
},
"domain": null,
"rand": {
"prng": "random/base/uniform",
"parameters": [
[
-10,
10
],
[
-10,
10
]
]
},
"example_values": [
{
"re": -3.14,
"im": -1.5
},
{
"re": 0,
"im": 0
},
{
"re": -1.5,
"im": 2.5
},
{
"re": 2.5,
"im": -1.5
},
{
"re": 0,
"im": -3.7
},
{
"re": 4.2,
"im": 0
},
{
"re": 21.2,
"im": 3
},
{
"re": 11,
"im": -5
},
{
"re": 33,
"im": -14.67
},
{
"re": -42,
"im": 9.3
},
{
"re": -3,
"im": 3
},
{
"re": 73,
"im": 31
},
{
"re": -2.45,
"im": 1.23
},
{
"re": 2.45,
"im": -1.23
},
{
"re": 1.77,
"im": -3.14
},
{
"re": -7.5,
"im": 8.2
},
{
"re": 5.5,
"im": -12.3
},
{
"re": -15.8,
"im": 0.4
},
{
"re": 0.99,
"im": -0.99
},
{
"re": 0.43,
"im": 0.91
}
]
}
],
"output_policy": "real_floating_point_and_generic",
"returns": {
"desc": "absolute value",
"type": {
"javascript": "number",
"jsdoc": "number",
"c": "double",
"dtype": "float64"
}
},
"keywords": [
"abs2",
"squared",
"absolute",
"magnitude",
"distance",
"complex",
"cmplx"
],
"extra_keywords": [
"math.abs"
]
},
"@stdlib/math/base/special/absgammalnf": {
"$schema": "math/base@v1.0",
"base_alias": "absgammaln",
"alias": "absgammalnf",
"pkg_desc": "evaluate the natural logarithm of the absolute value of the gamma function",
"desc": "evaluates the natural logarithm of the absolute value of the gamma function",
"short_desc": "natural logarithm of the absolute value of the gamma function",
"parameters": [
{
"name": "x",
"desc": "input value",
"type": {
"javascript": "number",
"jsdoc": "number",
"c": "float",
"dtype": "float32"
},
"domain": [
{
"min": "-infinity",
"max": "infinity"
}
],
"rand": {
"prng": "random/base/uniform",
"parameters": [
-10,
10
]
},
"example_values": [
64,
27,
0,
0.1,
-9,
8,
-1,
125,
-10.2,
11.3,
-12.4,
3.5,
-1.6,
15.7,
-16,
17.9,
-188,
19.11,
-200,
21.15
]
}
],
"output_policy": "real_floating_point_and_generic",
"returns": {
"desc": "natural logarithm of the absolute value of the gamma function",
"type": {
"javascript": "number",
"jsdoc": "number",
"c": "float",
"dtype": "float32"
}
},
"keywords": [
"absgammalnf",
"gamma",
"log",