Dear Professor,
I found a very small analytical function. It calculates the same result as Feigenbaum Scenario.
I.e. formula 15 in the article (M. J. Feigenbaum, Universal behavior in nonlinear systems, Physica 7D (1983) 16-39).
x(i+1)= 4*lambda*x(i)*{1-x(i)}
So, we will use y = f(x).
It was amazing.
Do you know about this function? If not, and if you need it, I can make a gift as a volunteer.
Dear
Actually , I do not know about this kind of function but its really
amazing so could you please send to me the referred paper ...I will be grateful.
I am interesting
Many thanks
Dear Professor, I try to finish small article with a computer program in Fortran and for GNU Octave with example. It will be next week, may be. So, wait please.
write “Dear sir ” Address your professor using an appropriate title like Dr then Use correct punctuation and grammar Use a signature at the end, followed by your name and year. then “Best”
ex
Good morning Professor Williams,
My name is Rebecca and I am currently a student in your Genetics 366 course this semester. I am writing because I have some concerns regarding my (insert concerns or reason for email here).
I have tried to (insert how you have tried to approach the situation to illustrate that you have taken an initiate to solve the problem first).
Ask any further questions or comments here.
I am available to meet M, W, F from 1-3pm and T and Th from 9-11am.
Thank you,
Rebecca Black
Dear researchers, I am not sure, that this new formula may be publish for public. It will be dangerous for many organizations.
At first I have to ask other professors, because you not live in Canada or Russia. So, wait please.
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