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A God of Forces: JEDI, Weighed Against Ending its Cloud Project because of Amazon

During early Eastern Standard Time hours, today, the Wall Street Journal’s John D. McKinnon wrote Pentagon Weighs Ending JEDI Cloud Project Amid Amazon Court Fight ( link ). McKinnon wrote on Washington, District of Columbia soil, Pentagon professionals considered ending the JEDI cloud-computing project (in Software Engineering lingo, it is really a program, the Joint Enterprise Defense Infrastructure): it is because Inc. has pushed litigation against it, and lawmakers are increasing their unfriendliness toward it. According to McKinnon, in 2019, Microsoft Corp. received the JEDI contract award, but Amazon contested this on court soil since then. On the Wall Street Journal, McKinnon continued: in April 2021, a federal judge refused the Pentagon’s demand to dismiss Amazon’s case, but the legal reasoning is unclear ( link ). Following this, Deputy Defense Secretary Kathleen Hicks stated the Pentagon would review JEDI, wrote McKinnon. McKinnon stated Hicks’ statement was on Ap

A cutting-plane method for contiguity-constrained spatial aggregation

A Cutting Plane Method for a Special Aggregation

On November 28, 2017 AD, the Institute of Geodesy and Geoinformation, University of Bonn, Germany accepted an article: by Johannes Oehrlein and Jan-Henrik Haunert, a cutting-plane method for contiguity-constrained spatial aggregation (link).

To calm a client's nerves, this is a woman giving another woman a facial massage.

Planar Subdivisions are Geographic Space Structures

Oehrlein and Haunert wrote that planar subdivisions are regular 'geographic space' structures. Oehrlein and Haunert used the same integer linear programs, but the constraints ensured contiguity differences. Next, Oehrlein and Haunert adapted a Shirabe model: on spatial unit allocation. After that, Oehrlein and Haunert wrote: area aggregation is an important map-generalization step; but it contains line simplication, selection, and displacement. Further, the cutting-plane method Oehrlein and Haunert used is a growth: on the ILP basis, the method parts are Objective, Constraints, and an exponent constraint number called contiguity constraints. Using cutting-planes, Oehrlein and Haunert designed a new area aggregation method. Furthermore, Oehrlein and Haunert presented two constraint categories: on vertex separators, contiguity constraints; but by minimum-weight requirement, supportive constraints.

The Vertex Separator, the Variable Values, and the Inverse Absolute Maximum

By step, each ILP step is built. Oehrlein and Haunert stated that there assumption was correct: the integrality constraints minimum and maximum x subvalues: from 0 to 1, satisfied all variables, so finding a Constraint violation is direct. While there is an uncalculated vertex separator, each vertex separated should have found a supportive constant. But Oehrlein and  Haunert found the computation: quadratic 'vertex separators' counts, for every time an LP relaxation is solved best worst-case. As a finished product, Oehrlein and Haunert personally interpreted every probable 'vertex separator' center, and the variable values' endpoints, but the minimum and maximum x subvalues had been greater than or equated the 'inverse absolute maximum' set V.

Organization Doctrine

In Scripture, there is overgeneralization doctrine. Of Tarsus, the Apostle Paul wrote Romans 12:2 (NIV), and he stated, "Do not conform to the pattern of this world, but be transformed by the renewing of your mind. Then you will be able to test and approve what God’s will is—his good, pleasing and perfect will." The anonymous world is a living overgeneralization, but a renewing mind is specified. The map-generalization step had one too many steps, and in the least case, O(n^3): this is not satisfactory computer science because it should have been two steps. In computing, there is an input, and an output. The selection step is a CPU replacement proposition. The CPU should do the line simplication, a gather method, and the displacement, a scatter method. Oehrlein and Haunert proposed a selected datem, but this is an ineffective balance; but the line simplication is a selection; but the displacement is a selection.


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