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@santi100a/complexia-lib
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Santi's Complex Number Library: "To Complexia!" said Morphocular.
This library is a small, simple utility for working with complex numbers.
The name comes from the videos of a YouTube channel called Morphocular, where some character always said "To Complexia!" before addressing topics involving complex numbers.
npm install @santi100a/complexia-lib
yarn add @santi100a/complexia-lib
pnpm install @santi100a/complexia-lib
class ComplexNumber;
A complex number.
Property ComplexNumber.real: number;
The real part of the complex number.
Property ComplexNumber.imaginary: number;
The imaginary part of the complex number.
constructor ComplexNumber(real: number, imaginary: number): ComplexNumber;
Represents a complex number with real and
imaginary parts.
Name | Type | Description | Optional? | Default |
---|---|---|---|---|
real | number | The real part of the complex number. | No | N/A |
imaginary | number | The imaginary part of the complex number. | No | N/A |
ComplexNumber.conjugate(): ComplexNumber;
Returns the conjugate of the complex number.
ComplexNumber.modulus(): number;
Returns the modulus (magnitude or distance to the origin) of the complex number.
ComplexNumber.argument(): number;
Returns the argument (phase or angle with the positive x-axis) of the complex number
in radians.
Static method ComplexNumber.fromPolar(modulus: number, argument: number): ComplexNumber;
Creates a complex number from polar
coordinates (modulus and argument).
Name | Type | Description | Optional? | Default |
---|---|---|---|---|
modulus | number | The modulus of the complex number. | No | N/A |
argument | number | The argument of the complex number. | No | N/A |
function complexAdd(z1: ComplexNumber, z2: ComplexNumber): ComplexNumber;
Adds two complex numbers together.
Name | Type | Description | Optional? | Default |
---|---|---|---|---|
z1 | ComplexNumber | The first term of the addition. | No | N/A |
z2 | ComplexNumber | The second term of the addition. | No | N/A |
function complexSubtract(z1: ComplexNumber, z2: ComplexNumber): ComplexNumber;
Subracts z2
from z1
.
Name | Type | Description | Optional? | Default |
---|---|---|---|---|
z1 | ComplexNumber | The first term of the subtraction. | No | N/A |
z2 | ComplexNumber | The second term of the subtraction. | No | N/A |
function complexMultiply(z1: ComplexNumber, z2: ComplexNumber): ComplexNumber;
Multiplies two complex numbers together.
Name | Type | Description | Optional? | Default |
---|---|---|---|---|
z1 | ComplexNumber | The first term of the multiplication. | No | N/A |
z2 | ComplexNumber | The second term of the multiplication. | No | N/A |
function complexDivide(z1: ComplexNumber, z2: ComplexNumber): ComplexNumber;
Divides z1
by z2
.
Name | Type | Description | Optional? | Default |
---|---|---|---|---|
z1 | ComplexNumber | The numerator of the division. | No | N/A |
z2 | ComplexNumber | The denominator of the division. | No | N/A |
const { ComplexNumber } = require('@santi100a/complexia-lib'); // CommonJS
import { ComplexNumber } from '@santi100a/complexia-lib'; // ESM/TypeScript
// Create a complex number with real part 2 and imaginary part 3
const complexNumber = new ComplexNumber(2, 3);
// Get the conjugate of the complex number
const conjugate = complexNumber.conjugate(); // returns ComplexNumber { real: 2, imaginary: -3 }
// Get the modulus of the complex number
const modulus = complexNumber.modulus(); // returns 3.605551275463989
// Get the argument of the complex number
const argument = complexNumber.argument(); // returns 0.982793723247329
// Create a complex number from polar coordinates
const polarComplexNumber = ComplexNumber.fromPolar(4, Math.PI / 4); // returns ComplexNumber { real: 2.8284271247461903, imaginary: 2.8284271247461903 }
Wanna contribute? File an issue or pull request! Look at the contribution instructions and make sure you follow the contribution Code of Conduct.
Version 0.0.2
Math.atan
to Math.atan2
to simplify argument()
method.FAQs
Santi's Complex Number Library: "To Complexia!" said Morphocular.
We found that @santi100a/complexia-lib demonstrated a healthy version release cadence and project activity because the last version was released less than a year ago. It has 1 open source maintainer collaborating on the project.
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