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What's the solution for this kind of constitutional Catch-22, where the people who gain from a broken system are the people who would have to fix it, and those who refuse to play ball tend to find themselves benched?
Service-based applications are a common solution for this kind of systems.
This is a novel solution for this kind of non-intrusive underlay spectrum sharing paradigm.
Therefore, it is general difficult to obtain the theoretical analytical solution for this kind of problems.
However, there are algorithms that can be used to provide a near optimal solution for this kind of optimization problem.
Volterra type integral equations are appeared in many engineering fields, so that, we select Volterra integral equation of the first kind and wavelets as basis functions to estimate a solution for this kind of equations.
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New high performance architectures combining high and low level design techniques are widely used today, and FPGA platforms offer excellent solutions for this kind of system.
Regularization approach is one of the solutions for this kind of problems among which we find surface reconstruction from point clouds.
In this case, it is very meaningful to give the high precision numerical solutions for this kind of problem by numerical methods.
By using the Yosida approximation technique for m-accretive operator, we prove some existence and uniqueness theorems of solutions for this kind of system of generalized variational inclusions.
Then, applying the matrix analysis and the vector-valued mapping fixed point analysis method, an existence theorem of solutions for this kind of the system is established.
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