apollonius - npm Package Compare versions

Comparing version 0.2.0 to 0.2.1

index.d.ts

		// Type definitions of apollonius library
		// Definitions by: Akseli Palén <akseli.palen@gmail.com>
		//
		export = Apollonius;

		declare function Apollonius(c1: Apollonius.Circle2, c2: Apollonius.Circle2, c3: Apollonius.Circle2): Apollonius.Circle2 \| null;
		interface Circle2 {
		x: number;
		y: number;
		r: number;
		}

		declare namespace Apollonius {
		export interface Circle2 {
		x: number;
		y: number;
		r: number;
		}
		}
		declare function apollonius(c1: Circle2, c2: Circle2, c3: Circle2): Circle2 \| null;

		export = apollonius;

index.js

		@@ -139,3 +139,3 @@ const epsilon = 0.0000000001 // epsilon from affineplane

		module.exports = (c1, c2, c3) => {
		const apollonius = function (c1, c2, c3) {
		// Find a circle that is externally tangent to the three circles c1,c2,c3.
		@@ -209,1 +209,3 @@ // If no such circle exists on the real plane, return null.
		}

		export default apollonius

package.json

		{
		"name": "apollonius",
		"version": "0.2.0",
		"version": "0.2.1",
		"description": "Solves Apollonius' problem by finding a fourth circle tangent to three given circles",
		"main": "index.js",
		"types": "index.d.ts",
		"type": "module",
		"exports": "./index.js",
		"types": "./index.d.ts",
		"scripts": {
		"lint": "standard",
		"test:unit": "node test.js",
		"test:unit": "node test/index.js",
		"test:types": "tsc test/types.ts --esModuleInterop",
		"test": "npm run lint && npm run test:unit",
		"release": "npm test && npm publish"
		},
		"engines": {
		"node": ">=18"
		},
		"repository": {
		@@ -31,4 +36,5 @@ "type": "git",
		"standard": "^17.1.2",
		"tape": "^5.9.0"
		"tape": "^5.9.0",
		"typescript": "^5.6.3"
		}
		}

README.md

		@@ -7,3 +7,5 @@ # apollonius
		[![license](https://img.shields.io/npm/l/apollonius)](#license)
		![NPM Type Definitions](https://img.shields.io/npm/types/apollonius?color=green)


		The `apollonius` function finds a circle that touches three known circles. The resulting circle is a solution to the [Problem of Apollonius](https://en.wikipedia.org/wiki/Problem_of_Apollonius). In other words, it finds a circle that is tangent to each of the known three circles if such a circle exists and it usually does. The three known circles can be placed freely and are allowed to overlap each other.
		@@ -10,0 +12,0 @@

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