mathdoodle

Ice Cream using HTML5 Canvas API

Credits

This example is taken from the Sitepoint book, JavaScript? (cite required).

mathdoodle

//

mathdoodle

Fundamental Theorem of Algebra

mathdoodle

import { cross } from './gibbs'
import { Vector } from './Vector'

/**
 * A reference frame consiting of three orthonormal vectors.
 * The camera also has a position property.
 * The down direction is assumed to be -e2.
 */
export class Camera {
    /**

mathdoodle

{
  "uuid": "74616ba8-b76d-4bed-b4ef-46d8396e03a0",
  "description": "Complex Exponential",
  "dependencies": {
    "DomReady": "latest",
    "davinci-mathbox": "latest",
    "davinci-blade": "1.1.1"
  },
  "operatorOverloading": false
}

mathdoodle

{
  "uuid": "5fa27fe7-8c12-4360-982b-47feb33c8c50",
  "description": "Axis Labeling",
  "dependencies": {
    "DomReady": "latest",
    "davinci-mathbox": "1.0.14"
  }
}

mathdoodle

{
  "uuid": "4dd474cd-ae3e-4e80-9c40-a8050e9f8b7c",
  "description": "Surface Warp",
  "dependencies": {
    "MathBox-bundle": "latest",
    "domready": "latest"
  }
}

mathdoodle

{
  "uuid": "cbfdcae5-fab1-4562-9461-7f31cb165af1",
  "description": "Projective View",
  "dependencies": {
    "MathBox-bundle": "latest",
    "domready": "latest"
  }
}

mathdoodle

{
  "uuid": "3f553bfc-9db4-40cc-8fba-bc797dfd530e",
  "description": "Complex Numbers",
  "dependencies": {
    "davinci-mathbox": "1.0.14",
    "DomReady": "latest"
  }
}

mathdoodle

{
  "uuid": "a9917079-877a-4c11-817d-b1900f054d97",
  "description": "Surface Intersection",
  "dependencies": {
    "domready": "latest",
    "MathBox": "latest"
  }
}