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   Optimization
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True Optimization will produce the best or "exact" solution, where no better solution is possible, for any given number of sets of data, objectives, and constraints.

New technologies that EFL has recently developed can determine the optimal solutions with only one exact solution (with no iterations required) and dramatically reduce the amount of computer storage and memory required.  Our technology uses the "Exact Optimization Process" (EOP).  In fact, the entire family of optimal solutions for varying system parameters can be exactly calculated with only one computer process.  This family of optimal solutions based on a range of system parameters can be called the Optimal System Curve (OSC).  Read the enclosed article for additional information and descriptions of these optimization processes.

Optimization Article

This next generation of optimization described in this Website is specifically for pipeline system designs.  However, these optimization techniques can definitely be applied to all areas of engineering, science, business and every aspect of decision making. This Website will introduce this technology into the market place and demonstrate how it applies to pipeline system designs.  All other potential applications are reserved for future computer software development.

 

Optimization Stages

Our optimization services have mainly been applied to engineering designs of water conveyance systems through Future Engineering Technology Group (FETG), but potentially are applicable to every aspect of your life.  A few of the potential applications include true optimization of games, investments, budgets, time management, airline scheduling, and artificial intelligence.  Also, the future development of real-time optimization techiques and computer software services are possible.

Economic Optimization

Real-time Optimization

As demonstrated with the proposed solution of the Millennial Math Problem of P vs. NP, we have displayed a sample setup and solution in this Website.  Not only do we believe that we have solved the P vs. NP problem, but we have shown a sample of the additional solution of the next problem step after the P vs. NP solution.  This additional solution involves practical applications using weighted or preferred factors, such as constraints for male with female, smoking with non-smoking, grade point averages, etc. in determining room assignments.  Also, a few examples of how this same technology can be expanded to potential uses in business and medicine, such as allocation of hotel rooms, hospital rooms, and human organ donation assignments.

P vs. NP Solution

 

 

 

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