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Added type defs for complex.js
This commit is contained in:
Adam A. Zerella
parent
b1285dace3
commit
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61
types/complex.js/complex.js-tests.ts
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61
types/complex.js/complex.js-tests.ts
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import Complex from "complex.js";
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Complex.ZERO;
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Complex.PI;
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Complex.E;
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Complex.I;
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Complex.INFINITY;
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Complex.EPSILON;
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Complex.ONE;
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Complex.NAN;
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new Complex(1, 0);
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new Complex(1, 0).abs();
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new Complex(1, 0).acos();
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new Complex(1, 0).acot();
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new Complex(1, 0).acoth();
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new Complex(1, 0).acsc();
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new Complex(1, 0).acsch();
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new Complex(1, 0).add(1, 2);
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new Complex(1, 0).arg();
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new Complex(1, 0).asec();
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new Complex(1, 0).asech();
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new Complex(1, 0).asin();
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new Complex(1, 0).asinh();
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new Complex(1, 0).atan();
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new Complex(1, 0).atanh();
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new Complex(1, 0).ceil(5);
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new Complex(1, 0).clone();
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new Complex(1, 0).conjugate();
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new Complex(1, 0).cos();
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new Complex(1, 0).cosh();
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new Complex(1, 0).cot();
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new Complex(1, 0).coth();
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new Complex(1, 0).csc();
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new Complex(1, 0).csch();
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new Complex(1, 0).div(3, 1);
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new Complex(1, 0).equals(5, 3);
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new Complex(1, 0).exp();
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new Complex(1, 0).floor(6);
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new Complex(1, 0).inverse();
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new Complex(1, 0).isFinite();
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new Complex(1, 0).isInfinite();
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new Complex(1, 0).isNaN();
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new Complex(1, 0).isZero();
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new Complex(1, 0).log();
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new Complex(1, 0).mul(3, 1);
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new Complex(1, 0).neg();
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new Complex(1, 0).pow(1, 2);
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new Complex(1, 0).round(3);
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new Complex(1, 0).sec();
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new Complex(1, 0).sech();
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new Complex(1, 0).sign();
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new Complex(1, 0).sin();
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new Complex(1, 0).sinh();
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new Complex(1, 0).sqrt();
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new Complex(1, 0).sub(5, 1);
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new Complex(1, 0).tan();
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new Complex(1, 0).tanh();
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new Complex(1, 0).toString();
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new Complex(1, 0).toVector();
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new Complex(1, 0).valueOf();
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304
types/complex.js/index.d.ts
vendored
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304
types/complex.js/index.d.ts
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// Type definitions for complex.js 2.0
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// Project: https://github.com/infusion/Complex.js
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// Definitions by: Adam Zerella <https://github.com/adamzerella>
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// Definitions: https://github.com/DefinitelyTyped/DefinitelyTyped
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declare class Complex {
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/**
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* A complex zero value (south pole on the Riemann Sphere).
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*/
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static ZERO: Complex;
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/**
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* A complex one instance.
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*/
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static ONE: Complex;
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/**
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* A complex infinity value (north pole on the Riemann Sphere).
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*/
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static INFINITY: Complex;
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/**
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* A complex NaN value (not on the Riemann Sphere).
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*/
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static NAN: Complex;
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/**
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* An imaginary number i instance.
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*/
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static I: Complex;
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/**
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* A complex PI instance.
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*/
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static PI: Complex;
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/**
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* A complex euler number instance.
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*/
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static E: Complex;
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/**
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* A small epsilon value used for equals() comparison in order to circumvent double inprecision.
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*/
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static EPSILON: number;
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constructor(x: number, y: number);
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/**
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* Returns the complex sign, defined as the complex number
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* normalized by it's absolute value.
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*/
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sign(): Complex;
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/**
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* Adds another complex number.
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*/
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add(a: number, b: number): Complex;
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/**
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* Subtracts another complex number.
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*/
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sub(a: number, b: number): Complex;
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/**
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* Multiplies the number with another complex number.
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*/
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mul(a: number, b: number): Complex;
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/**
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* Divides the number by another complex number.
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*/
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div(a: number, b: number): Complex;
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/**
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* Returns the number raised to the complex exponent.
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*/
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pow(a: number, b: number): Complex;
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/**
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* Returns the complex square root of the number.
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*/
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sqrt(): Complex;
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/**
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* Returns e^n with complex exponent n
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*/
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exp(): Complex;
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/**
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* Returns the natural logarithm (base E) of the actual complex number.
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*/
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log(): Complex;
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/**
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* Calculates the magnitude of the complex number.
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*/
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abs(): number;
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/**
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* Calculate the angle of the complex number.
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*/
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arg(): number;
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/**
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* Calculates the multiplicative inverse of the complex number (1 / z).
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*/
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inverse(): Complex;
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/**
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* Calculates the conjugate of the complex number (multiplies the imaginary part with -1).
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*/
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conjugate(): Complex;
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/**
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* Negates the number (multiplies both the real and imaginary part with -1) in order to get the additive inverse.
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*/
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neg(): Complex;
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/**
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* Floors the complex number parts towards zero.
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*/
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floor(places: number): Complex;
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/**
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* Ceils the complex number parts off zero.
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*/
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ceil(places: number): Complex;
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/**
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* Rounds the complex number parts.
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*/
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round(places: number): Complex;
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/**
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* Checks if both numbers are exactly the same,
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* if both numbers are infinite they are considered not equal.
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*/
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equals(a: number, b: number): boolean;
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/**
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* Checks if the given number is not a number.
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*/
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isNaN(): boolean;
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/**
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* Determines whether or not a complex number is at the zero pole of the
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* Riemann sphere.
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*/
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isZero(): boolean;
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/**
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* Checks if the given number is finite.
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*/
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isFinite(): boolean;
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/**
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* Determines whether or not a complex number is at the infinity pole of the
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* Riemann sphere.
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*/
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isInfinite(): boolean;
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/**
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* Returns a new Complex instance with the same real and imaginary properties.
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*/
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clone(): Complex;
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/**
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* Returns a Vector of the actual complex number with two components.
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*/
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toVector(): number[];
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/**
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* Returns a string representation of the actual number. As of v1.9.0 the output is a bit more human readable.
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*/
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toString(): string;
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/**
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* Returns the real part of the number if imaginary part is zero. Otherwise null.
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*/
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valueOf(): number|undefined;
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/**
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* Calculate the sine of the complex number.
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*/
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sin(): Complex;
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/**
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* Calculate the complex arcus sinus.
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*/
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asin(): Complex;
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/**
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* Calculate the complex sinh.
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*/
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sinh(): Complex;
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/**
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* Calculate the complex asinh.
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*/
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asinh(): Complex;
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/**
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* Calculate the cosine.
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*/
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cos(): Complex;
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/**
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* Calculate the complex arcus cosinus.
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*/
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acos(): Complex;
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/**
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* Calculate the complex cosh.
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*/
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cosh(): Complex;
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/**
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* Calculate the complex asinh.
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*/
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acosh(): Complex;
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/**
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* Calculate the tangent.
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*/
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tan(): Complex;
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/**
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* Calculate the complex arcus tangent.
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*/
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atan(): Complex;
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/**
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* Calculate the complex tanh.
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*/
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tanh(): Complex;
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/**
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* Calculate the complex atanh.
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*/
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atanh(): Complex;
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/**
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* Calculate the cotangent.
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*/
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cot(): Complex;
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/**
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* Calculate the complex arcus cotangent.
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*/
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acot(): Complex;
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/**
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* Calculate the complex coth.
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*/
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coth(): Complex;
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/**
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* Calculate the complex acoth.
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*/
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acoth(): Complex;
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/**
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* Calculate the secant.
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*/
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sec(): Complex;
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/**
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* Calculate the complex arcus secant.
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*/
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asec(): Complex;
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/**
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* Calculate the complex sech.
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*/
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sech(): Complex;
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/**
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* Calculate the complex asech.
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*/
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asech(): Complex;
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/**
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* Calculate the cosecans.
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*/
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csc(): Complex;
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/**
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* Calculate the complex arcus cosecans.
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*/
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acsc(): Complex;
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/**
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* Calculate the complex csch.
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*/
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csch(): Complex;
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/**
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* Calculate the complex acsch.
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*/
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acsch(): Complex;
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}
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export default Complex;
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25
types/complex.js/tsconfig.json
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25
types/complex.js/tsconfig.json
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{
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"compilerOptions": {
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"module": "commonjs",
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"lib": [
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"es6"
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],
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"noImplicitAny": true,
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"noImplicitThis": true,
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"strictNullChecks": true,
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"strictFunctionTypes": true,
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"baseUrl": "../",
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"typeRoots": [
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"../"
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],
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"types": [
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],
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"noEmit": true,
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"forceConsistentCasingInFileNames": true
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},
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"files": [
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"index.d.ts",
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"complex.js-tests.ts"
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]
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}
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3
types/complex.js/tslint.json
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3
types/complex.js/tslint.json
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{
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"extends": "dtslint/dt.json"
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}
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