# File list

This special page shows all uploaded files.

Date | Name | Thumbnail | Size | Description | Versions |
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02:20, 26 April 2021 | Analytic continuation.png (file) | 35 KB | Domain coloring plot of analytic continuation of complex logarithm: w = Log_R(z). Hue corresponds to argument(w), saturation and value correspond to modulus(w), z is Riemann Surface R. code: https://github.com/vkli/Math/blob/master/Complex%20Functions... | 1 | |

01:56, 27 July 2019 | CartesianArclength.png (file) | 8 KB | right angle | 2 | |

01:53, 26 April 2021 | Complexlog.png (file) | 74 KB | Plot of Re(w) vs. z and Im(w) vs. z where w = log(z). code: https://github.com/vkli/Math/blob/master/Complex%20Functions.ipynb | 1 | |

01:44, 20 April 2021 | Desmos-graph.png (file) | 9 KB | crop whitespace | 3 | |

02:07, 20 April 2021 | Desmos-graph1.png (file) | 9 KB | z=(3x^2 - 12x + 16)(2y^2 + 6y + 9) for a fixed x value | 1 | |

02:05, 20 April 2021 | Desmos-graph2.png (file) | 29 KB | z=(3x^2 - 12x + 16)(2y^2 + 6y + 9) for various x values (purple), y values (blue) | 1 | |

01:40, 26 April 2021 | Domaincoloring.png (file) | 25 KB | Domain coloring plot of principal branch of complex logarithm: w = Log(z). Hue corresponds to argument(w), saturation and value correspond to modulus(w). code: https://github.com/vkli/Math/blob/master/Complex%20Functions.ipynb | 1 | |

01:22, 21 October 2019 | Doodle.jpg (file) | 13 KB | 1 | ||

20:51, 14 November 2019 | Ellipse.png (file) | 15 KB | standard equations By Klaas van Aarsen - Created as a latex tikzpicturePreviously published: Not published before, CC BY-SA 3.0, https://commons.wikimedia.org/w/index.php?curid=25261046 | 1 | |

20:52, 14 November 2019 | Hyperbola.png (file) | 13 KB | standard equations By Klaas van Aarsen - Own work, CC BY-SA 3.0, https://commons.wikimedia.org/w/index.php?curid=25261095 | 1 | |

20:53, 14 November 2019 | Parabola2.png (file) | 10 KB | standard equations By Klaas van Aarsen - Own work, CC BY-SA 3.0, https://commons.wikimedia.org/w/index.php?curid=25261094 | 1 | |

23:39, 26 July 2019 | PolarArclength.png (file) | 13 KB | [asy] import graph; size(120); real f(real t) {return 1;} path g=polargraph(f,pi/4,pi/3,10000, operator --); draw(g,black); draw((1/2,sqrt(3)/2)--(0,0)--(1/sqrt(2),1/sqrt(2))); label("$f(\theta)d\theta$",(cos(7pi/24),sin(7pi/24)),S); label("$f(\theta)$... | 1 | |

16:22, 15 July 2019 | Rollingcircle.png (file) | 3 KB | how to create a cycloid | 1 | |

21:34, 25 April 2021 | Screenshotr.png (file) | 18 KB | Mapping | 1 | |

03:54, 8 May 2020 | Slantasymptote.png (file) | 11 KB | x=-1 | 2 | |

19:31, 1 September 2020 | Temporary.png (file) | 2 KB | 1 |