Below is a randomly rotated ellipse that is constantly "squeezed". What is its average "squeezing" after time t ? What is the distribution of its parameters at any time, and how does it relate to physics? Have a look at The lognormal-like statistics of a stochastic squeeze process for some more info.


A particle hops between sites, positioned on two rings. At each instance, the particle can hop to the right, left, or to the other ring according to the "transition probability" between the sites. More info will be added soon. In the meantime please enjoy the graphics and play with the paramters :-).