- #1
Choisai
- 26
- 1
Hey there!
I want to normalise my function. It's a superlorentzian function and looks like this:
A / ( B+ [ ( (x-C)/x0 )^n ] + D
A/B is maximal value of the function
C is the horizontal transliteration of the function
x0 refers to the width of the function (multiply this value by 8 and you have its width)
n is the order of the function
D is the vertical transliteration
I want to normalise this function to it can be used for my algorithm that uses 16-bit numbers. But how can I do this? I tried using normal normalisation (A - aminimal / amax - amin) but that didn't work out for me. How can I normalise this function so it's output will use 16 bit numbers?
I want to normalise my function. It's a superlorentzian function and looks like this:
A / ( B+ [ ( (x-C)/x0 )^n ] + D
A/B is maximal value of the function
C is the horizontal transliteration of the function
x0 refers to the width of the function (multiply this value by 8 and you have its width)
n is the order of the function
D is the vertical transliteration
I want to normalise this function to it can be used for my algorithm that uses 16-bit numbers. But how can I do this? I tried using normal normalisation (A - aminimal / amax - amin) but that didn't work out for me. How can I normalise this function so it's output will use 16 bit numbers?