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Generally, a nonlinear system may have multiple solutions.
Some cryptarithms are quite complex and elaborate and have multiple solutions.
A similar argument explains why grids with fewer clues must also have multiple solutions.
First, it can solve SVMs (in the dual form) which may have multiple solutions.
We show that the problem for the extreme loading can be reduced to an elasticity problem with mixed nonlinear boundary condition; this problem may have multiple solutions.
Yet, many goal-directed motor behaviors have multiple solutions with flexible mappings between stimuli and responses whose solutions are believed to involve prospective planning.
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Some of the others have been impossible to solve or have had multiple solutions.
Finally, if the problem has multiple solutions, all of them can be found.
Each problem has multiple solutions, and while finding one to move forward is simple, uncovering them all requires some creative thought.
The implication is that the corresponding problem in principle has multiple solutions that satisfy the necessary optimality conditions.
We show that the steady-state heat(mass) transfer coefficient is not a unique function of position in parameter regions in which the Graetz problem with surface reaction has multiple solutions.
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CEO of Professional Science Editing for Scientists @ prosciediting.com