AN IMAGE IS WORTH MORE THAN THOUSAND WORDS.
Please wait a few seconds !!! Do not touch your computer
until all images are downloaded, this web page includes
very many interesting images that will stop downloading if
you attempt to scroll down right now.
Software: Mathematics and Physics Mathematics Virtual Laboratory: Visual Mathematics EconoModeler : Software for Management and Economics Mathematical Physics Computer Games In Highly Degenerated States Physicists Do it ...
|
VirtualDynamics ArtExhibition CentreJavier Montenegro Joo
For your eyes only: The Beauty of Algorithmic Masterpieces
The images exposed in this document have all been created by means of Standard Procedures known as "Algorithms" in the language of Mathematics, these amazing and most of the times, appealing images, are evidence of the power of Mathematics to produce beauty.
Original images are considerably much larger and much better quality. Obviously the author, Javier Montenegro Joo, Reserves for himself absolutely All the Rights.
"Virtual Dynamics" is the name of an Algorithm created by JMJ in 1988 to Computer Simulate the Stochastic Aggregation of Diffusing Particles (Thesis, San Marcos University). VirtualDynamics is a Registered Trademark of the Palatinus Development Foundation. All Rights are Reserved. Author's email: Director@VirtualDynamics.Org |
author: Javier Montenegro Joo |
|
Warning: Non professional physicists might not understand this. | |
With the cat (Schrodinger's), with twins (Einstein's), ... | |
With Strange Attractors, Random Walkers, Annihilators, ... | |
Experimenting Completely Inelastic Collisions with Strange Attractors | |
With Models in Super Positions and with Chaotic Motion. | |
With Rigid Bodies moving Back and Forth with Friction. | |
Spontaneously with Random Walkers on Inclined Planes. | |
With Random Motions with The Nearest Neighbors | |
With Freely Falling Bodies and Transverse Oscillations | |
Slowly changing face and Temperature with Annihilators | |
With Chains (Markov's), Vacuum pumps, Vibrators and Strings | |
With Self-Excited Motions in Closed Isolated Environments | |
Approaching the Critical Point with Noisy Vibrating Bodies. | |
Swinging back and forth coupled oscillators. | |
With Intermittency, with Noise, With Distortions and Aberrations | |
Dissipating Energy at Critical Angles. | |
Coupling Resonant Oscillators. | |
Complex Dynamical SystemsPicture Gallery |
A | B | C | D | E | |
1 | |||||
2 | |||||
3 | |||||
4 | |||||
5 | |||||
6 |
Each one of these images is the result of a computational algorithm dealing with a complex variable
equation which is iterated several hundreds of times. The color
distribution in these images is associated to the necessary number of
times for the results of an iteration to escape to infinity. Each image
corresponds to a different equation which deals with six parameters
(18-digits-long each). |
Software for Computer Assisted Learning and Teaching |
|
Mathematics Virtual Laboratory
Visual Mathematics Visual Mathematics is part of the Mathematics Virtual Laboratory of Virtual Dynamics. This is a Mathematics visualizer (more than 66 modules on: Arithmetic, Algebra, Geometry, Trigonometry and others) , useful not only to study, learn and teach Mathematics, but also to solve problems. |
|
Visualizing and understanding Math is now very easy and quick with this highly Interactive Software, that allows the user to "see" the Mathematics. No more frustration due to abstract mathematics. Visual Math allows the user to learn very easily as he/she plays with it. |
|
Nobody does it better than .... Intuitively-Easy-To-Use Software. |
|
To know more about the Physics and Mathematicvs software and to request Demos, click the link to VirtualDynamicsSoft: www.VirtualDynamics.Org |
Strange Attractors Image Gallery
The Algorithm to create these images has been developed by Javier Montenegro Joo |
||||
These images have been created by means of an Algorithm developed by JMJ. Original Images are much larger, and much better quality. These images -like all other material in this document- can not be reproduced, they are under copyright by the author. |
Physics Virtual Laboratory, PVL, PVL is a set of more than 125 General Physics Simulators based on the corresponding Mathematical Models: Mechanics, Waves and Oscillations, Electricity and Magnetism, Thermodynamics, Optics, etc
|
|
Curvilinear and Panageos Plane Analytic Geometry. Visualizers, Problem Solvers.
|
|
To know more about the Physics and Mathematics software and to request Demos, visit: |
These self-similar ferns are JMJ's variations of the Michael F. Barnsley's Fern developed with the IFS algorithm. |
||
Wheat Spike
Algorithm: IFS
|
Warning: All images in this web page are under Copyright by the author, who reserves absolutely all the rights for himself.
|
MathPhysicsGames: |
Mathematical Physics Computer Games |
MathPhysicsGames: This is a set of interactive and audio-visual Computer Games based on Mathematical Modeling in Physics. This software allows the user to assess the application of Physics and Mathematics in the development of amusing Computer Games, these kind of Computer Games not only improve the alertness and speed of reaction of the user, they also boost his/her interest in Physics and Mathematics. These games make use of Physics and Mathematics topics like Parabolic Motion, Velocity, Acceleration, Velocity components, equations, curve intersections, etc, etc. |
|
List of Computer Games in MathPhysicsGames:
1. Destroy the Ufo. 2. Shoot Down the Airplane. 3. Hit the Tank. 4. Bouncings
Games have four levels of difficulty and constitute a serious challenge to the user. |
|
Warning: Use with caution, these Computer Games might boost your attention and alertness, increase your speed of reaction and foster your interest in Physics and Mathematics |
|
Minimum requirements: MS Windows 98, Pentium II, Stereo speakers | |
Email the author requesting your Demo version of MathPhysicsGames | |
Regular Objects developed through Cellular Automata | |
Discrete Dynamical Systems |
|
EconoModeler : Analytic Geometry for Management and Economics Applications |
|
Analytic Geometry for Economists and for Economic Analysis Economic Models - Mathematical Economics |
|
EconoModeler This is an Analytic Geometry Software for Computer Assisted Teaching and Learning with applications to Management and Economics. EconoModeler is also used in professional applications.
In order to know more about EconoModeler click below the link to Virtual Dynamics |
|
To know more about this powerful software or to order it online, visit:
|
|
|