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One of the earliest problems in the theory of accretive operators was to solve (1.2).
One of the major problems in the theory of monotone operators is as follows.
The remaining questions concerning the relative power of different computational resources are fundamental unsolved problems in the theory of computation.
It has been applied to several challenge problems in the theory of commonsense knowledge.
Many problems in the theory of elastic stability can also be modeled as Multipoint boundary value problem [2].
We also give some new results related to some boundary value problems in the theory of bending of beams.
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This is yet another open problem in the theory of computational complexity.
The problem of accuracy is the main problem in the theory of difference schemes as well as in applications.
This last condition, however, should be no significant problem in the theory of heat because of the enormous number of molecules in macroscopic bodies.
Deaton then turned his insights to the collective, macroeconomic level, to identify and resolve a problem in the theory of consumption.
A prominent problem in the theory of generalized inverses is concerned with the reverse-order law ((AB ^{ i,ldots,j)} = B^{ i,ldots,j }A^{ i,ldots,j }).
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