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However, this directive from Descartes only applies when we are dealing with multiple unknowns, in which case we establish an equation for each unknown in the problem.
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The solutions of the inverse problems are generally non-unique, since they can be reduced to underdetermined sets of algebraic equations with multiple infinities of unknowns.
Multiple shooting The unknowns of this shooting problem are (p(0) in mathbb {R}^{11}), (t_{f} in mathbb {R}), and (z_{i}=(x_{i},p_{i}) in mathbb {R}^{22}), i=1,⋯,N−1, where z i are the node points of the multiple shooting method (see Section 4.1).
Thus, our method allows multiple analytes, including unknowns, to be detected in the mass spectrum, not just those in a priori known and preselected channels.
– unknown unknowns.
There are unknown unknowns".
It is all unknown unknowns.
We have a lot of unknown unknowns".
Subjective uncertainty is about the "unknown unknowns".
Markets are fraught with "unknown unknowns".
The unknown unknowns.
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