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where c is any constant value.
These two examples illustrate that general solutions of ordinary differential equations ( ODEs ) involve arbitrary constants, but solutions of PDEs involve arbitrary functions.
A solution of a PDE is generally not unique ; additional conditions must generally be specified on the boundary of the region where the solution is defined.
For instance, in the simple example above, the function f ( y ) can be determined if u is specified on the line x

2.337 seconds.