Re: [Fis] Are there 3 kinds of motions in physics and biology?

2018-05-08 Thread Sungchul Ji
Hi Michel, Thank you for your informative comments and helpful suggestions in your earlier post (which I happened to have deleted by accident). In any case I have a copy of the post so I can answer your questions raised therein. (1) I am defining the Planckian information, I_P, as the

Re: [Fis] Are there 3 kinds of motions in physics and biology?

2018-05-07 Thread Michel Petitjean
Dear Karl, In my reply to Sung I was dealing with the asymmetry of probability distributions. Probability distributions are presented on the Wikipedia page: https://en.wikipedia.org/wiki/Probability_distribution Don't read all this page, the beginning should suffice. Then, the skewness is

Re: [Fis] Are there 3 kinds of motions in physics and biology?

2018-05-07 Thread Michel Petitjean
Dear Karl, Yes I can hear you. About symmetry, I shall soon send you an explaining email, privately, because I do not want to bother the FISers with long explanations (unless I am required to do it). However, I confess that many posts that I receive from the FIS list are very hard to read, and

Re: [Fis] Are there 3 kinds of motions in physics and biology?

2018-05-07 Thread Karl Javorszky
Dear Michel and Sung, Your discussion is way above my head in the jargon and background knowledge. Please bear with me while a non-mathematician tries to express some observations that regard symmetry. Two almost symmetrical spaces appear as Gestalts, expressed by numbers, if one orders and

Re: [Fis] Are there 3 kinds of motions in physics and biology?

2018-05-07 Thread Michel Petitjean
Dear Sung, The formula of the Planckian information in Table 1 is intriguing. The argument of the log_2 function was proposed in 1895 by Karl Pearson as a measure of asymmetry of a distribution (see [1], p. 370). In general the mean can be smaller than the mode (so the log cannot exist), but I

Re: [Fis] Are there 3 kinds of motions in physics and biology?

2018-05-07 Thread Francesco Rizzo
Caro Sung e cari tutti, "I think information and energy are inseparable in reality": è vero anche in economia. La Parte Terza--Teoria del valore: energia e informazione-- di "Valore e valutazioni. La scienza dell'economia o l'economia della scienza" (FrancoAngeli, Milano, 1995-1999) è