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Problem is thirty.
If a problem is 30, the problem is the person who sits 30 cm from the computer screen.
Exact(13)
Oscillationless solutions to linear transportation problems were obtained.
General results for second-order identification differential problems were obtained by Awawdeh [12].
The satisfactory numerical simulation results on different test problems were obtained in [15 17].
Numerical results for several example problems were obtained, which are in excellent agreement with solutions using the method of characteristics.
Furthermore, in [8], by using the modification function technique and the Leray-Schauder degree method, some existence and multiplicity results for sign-changing solutions of certain three-point boundary value problems were obtained.
However, with respect to symmetric solutions for nonlinear elliptic systems, we remark that several symmetric results for singular problems were established in [24 26] and when (G=O(mathbb{N})), a handful of radial and nonradial results for nonsingular problems were obtained in [27].
Similar(47)
Series solutions of the causing problems are obtained.
A uniform solution of both problems is obtained by introducing the notion of a truth value.
As the special cases, symmetric (vector) quasi-equilibrium problems and symmetric variational inclusion problems are obtained.
Finally, optimality results for multiobjective optimization problems are obtained in Section 4.
The characterization of efficient solutions for (Embox[0,1]) convex multi-objective programming problems is obtained.
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