• Italiano
  • English

worlds of math & physicsworlds of math & physics

Menu

Skip to content
  • Home
    • How to run CDF demonstrations
  • Simulations
    • CDF
      • Electric dance (CDF simulation)
      • Anticipatory interaction model for pedestrians
      • Eiffel Tower
      • Wave motion visualization
      • Duncan Watts’ “Small Worlds” alpha-model
      • Standing waves in Bohr’s atomic model
      • Electric dipole
      • Function derivatives
    • Wolfram Demonstrations Project
      • A poly function and its derivative
    • Geogebra
      • The definite integral as the limit of a Riemann sum
      • Interference of two waves in 3D (double slit experiment) – Geogebra
      • Geogebra Basketball 3D – v3 (with rebounds)
      • Intersection of a torus with a plane (simulation)
  • Articles
    • The dice roll with a given sum problem
    • Ellipse: geometric proof of the equivalence of two definitions
    • Strogatz-Vanderbei problem
    • Electric dance
    • The toric section: intersection of a torus with a plane
    • The “trig” route to E=mc²
    • The strange properties of the infinite power tower
  • Beautiful math
    • Mathematical flowers
    • Beautiful math (blog)
  • Interesting links
  • Site Map

Mathematical flowers

A new page dedicated to a collection of “Mathematical flowers” is here

Tweet-a-Program Tweet-a-Program Tweet-a-Program Tweet-a-Program
Tweet-a-Program Tweet-a-Program Tweet-a-Program Tweet-a-Program

 

This entry was posted in Beautiful math and tagged Tweet-a-Program, Wolfram language on 25/04/2015 by Luca M.

Post navigation

← Apollonian gaskets: beautiful math can be simple First direct detection of gravitational waves by LIGO →

Recent Posts

  • Electric dance
  • Ellipse: geometric proof of the equivalence of two definitions
  • First direct detection of gravitational waves by LIGO
  • Mathematical flowers
  • Apollonian gaskets: beautiful math can be simple

Recent Comments

  • markus on The toric section: intersection of a torus with a plane
  • Luca M on The toric section: intersection of a torus with a plane
  • markus on The toric section: intersection of a torus with a plane
  • Adam Coffman on The toric section: intersection of a torus with a plane
  • Lajos László on Intersection of a torus with a plane (simulation)

Archives

  • January 2017
  • October 2016
  • February 2016
  • April 2015
  • February 2015
  • January 2015
  • December 2014
  • November 2014
  • October 2014
  • February 2014

Categories

  • Beautiful math
  • CDF demonstrations
  • General
  • Math
  • Physics

Meta

  • Log in
  • Entries feed
  • Comments feed
  • WordPress.org
Proudly powered by WordPress