- #1
adnaniut
- 3
- 0
1. Function, F is dependent on variable a; and the sensitivity is
[tex]S = \frac{\frac{\delta{F}}{F}}{\frac{\delta{a}}{a}}[/tex]
2. My question is what if F is a function of two variable, a and b? In that case what would be the sensitivity equation? Is it something like:
[tex]S = \frac{\frac{\delta{F}}{F}}{\frac{\delta{a}}{a} \frac{\delta{b}}{b}}[/tex]
3. I am trying to formulate a problem with sensitivity equation and do not know what to do at this point. May be the equation is very simple, therefore could not find in literature. Any help, link would be appreciated.
[tex]S = \frac{\frac{\delta{F}}{F}}{\frac{\delta{a}}{a}}[/tex]
2. My question is what if F is a function of two variable, a and b? In that case what would be the sensitivity equation? Is it something like:
[tex]S = \frac{\frac{\delta{F}}{F}}{\frac{\delta{a}}{a} \frac{\delta{b}}{b}}[/tex]
3. I am trying to formulate a problem with sensitivity equation and do not know what to do at this point. May be the equation is very simple, therefore could not find in literature. Any help, link would be appreciated.