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This approach provides a generalized solution for student performance prediction.
An appropriate generalized solution with possible singularity is defined.
This problem has a unique generalized solution on for each.
Finally, we will prove the uniqueness of the generalized solution.
Conversely, a generalized solution is not necessarily weak solution.
Therefore u ( t ) is a generalized solution of (1).
A generalized solution is obtained as a superposition of individual solutions.
A generalized solution method is derived to determine optimum results and some design charts are presented.
The generalized solution of the class belongs to, satisfies (2.1) in and is the generalized solution of (2.1) in in the sense that (2.4).
Results for uniqueness and existence of such a generalized solution are obtained.
The generalized solution of problem (mathit {PK}_{1}) is defined as follows.
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