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In fact, the domain problems in some companies are identified by the managing team and technical team together because the solutions of the problems are the directions of the next innovations for the companies.
This is so because the solutions of [1] in Box 1 under the constraints define a convex polyhedral solution region in the space of fluxes.
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But it would leave European leaders where they have been for most of the past year struggling to control the situation because the solution of a big haircut on Greece's debt is too unpalatable.
The usual Fourier dual pair has no clear physical meaning because the solution of the EoM with a cylindrical boundary condition is not a plane wave.
Besides, boundary layers may occur at (t=0) and (t=T), because the solution of reduced problems may not satisfy the initial boundary value conditions.
To analyze these structures, we use a sine cosine method [4, 5, 34] because the solution of mKdV equations cannot be determined by ordinary methods due to presence of variable coefficients.
Remark 3.5 gives us the following theorem which is a better result than that [6, Theorem 3.3] because the solution of our problem (1.1) is positive in and strictly increasing.
The parameter z j can be ignored because the solution of α j is normalized by (10): (14) α j = N α j χ j α j.
In the current work, the connection between system dynamics and the information theoretic quantities such as entropy and mutual information (either Gibbs-Shannon or Tsallis) arises solely because the solution of the growth equation takes a certain form (either exponential or q-exponential).
The solution of the problem described here can be constituted using the solutions of two individual problems because of the superposition principle of the solution of linear equations.
Because of the solution of this differential equations being established in a certain subinterval, solutions will be analyzed as a system of difference equations.
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