I have been in trouble with the hump function(s) What are them?
Could you give me an explicit formula for "Hump"(not bump) function.
Thanks
I have been in trouble with the hump function(s) What are them?
Could you give me an explicit formula for "Hump"(not bump) function.
Thanks
If you're referring to the category of functions called humps that I'm familiar with, then of one these functions is $f$ defined below (try plotting it for $x \in [-2, 8]$, so that $f(x) \in [0, 25]$).
$$f(x) = \frac{1}{(x-3)^2+0.1} + \frac{1}{(x-2)^2+0.05} + 2$$
i think any function $g(x)$ that is the derivative of a sigmoid function
$$ g(x) = f'(x) $$
where $f(x)$ may be any of the functions shown as examples of an S-shaped sigmoid function indicated in the Wikipedia article, any of those can be legitimately called a "hump function".