Nov 22, 2023 · I am interested in learning about if its possible to make an upside down bell curve (i.e. upside down normal distribution) such that the final result is a valid probability distribution …

Oct 2, 2016 · This is a typical problem in Bayesian inference. We usually solve it by assuming a uniform prior. That is, we assume that before we have any information to go off of, the …

Aug 2, 2017 · The bell-curve, currently known as a normal distribution and formerly known as the exponential law of errors basically says that there is a nominal value and errors from this …

Aug 26, 2019 · I can plot a bell curve using the formula: $$ Y = \frac{1}{\sqrt{2\pi S^2} } e^{ -\frac{(X-A)^2}{(2S)^2} } $$ where A=mean and S=standard deviation. This is obviously on an …

Basicly, I need random numbers from 0 to 1, but I wish to have a high likelihood of it being close to 0.5, but not guaranteed, and I believe the bell curve distribution fits my requirements best. …

Nov 27, 2020 · What curve is bell shaped in the normal distribution? 0. Taylor Remainder for Even, Bell-shaped Functions.

Is there any curve that grows very slow at the beginning then growth picks up exponentially before hitting the wall. I need sort of reverse behavior of the logistic curve. Here's raw idea how it …

Lines are fairly easy as they just need to be multiplied by -1, however, I am struggling to convert the bezier curve path into its inverse. The relevant code is: c0,0,1.628,34.086-32.059,34.086 c …

Apr 13, 2021 · I am trying to see if it possible to derive a bell curve for a profession's annual salary. If I know how many people are part of the profession (such as 30,000 persons) and I …

Apr 16, 2015 · It seems like bell curves only give you points away from the median or percents around the curve. I've searched and searched, but turned up nothing on how to get the …