3. Non-linear problems
We now turn to nonlinear inverse problems, focusing on the identification of parameters in differential equations.
In the general situation, we're dealing with a physical phenomenon whose structure is known, but whose precise operating parameters are not. It is possible to measure the response of this system to known inputs. The system functions like a black box, and we would like to know its contents, without "opening" the box.
We saw some examples in paragraph
1
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Non-linear problems
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