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Yet the government still resists the more elegant solution to the problem proposed by Mr Zhou: allowing borrowers and lenders the freedom to set whatever interest rate they like.
Peijnenburg & Atkinson (2008 and 2010) also analyzed the problem proposed by Alper & Bridger (1998), proposing a different solution, although still closely linked to the previous one.
As a base case it was used the solution proposed by Jin-Kuk Kim [3] to the problem proposed by Alva-Argaez[4].
One promising approach to the problem, proposed by the Pacific Earthquake Engineering Research PEERR) Center, involves breaking the analysis into separate components associated with ground motion hazard, structural response, damage to components and repair costs.
Theoretically, the problem proposed by the relational analysis approach, which needs to be solved, is formulated as the following: find the best partition, which represents the clustering result, by optimizing the Condorcet's criterion [11] accordance with the constraints defining an equivalence relation.
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Even though the limited scope of this research impedes inferential conclusions on the German energy transition as a whole, it demonstrates that the technological solutions to the mitigation problem proposed by the model give rise to significant societal and political implications that deem at least as challenging as the mere engineering aspects of innovative technologies.
The result partially solves the open problem proposed by Kulenović and Ladas in work (2002).
Tyndall [1, 2] treated rigorously a continuous-time linear programming problem with the constant matrices, originating from the 'bottleneck problem' proposed by Bellman [3].
KSBS is an alternative approach to the bargaining problem proposed by Kalai and Smorodinsky [6, 23].
Consequently, the open problem proposed by Bouguima et al.[4] is partially solved, and it is the first time to obtain the multiplicity of positive solutions for system (1.1).
MOMA uses a Quadratic Programming formulation while ROOM is implemented based both on the original MILP formulation and an LP relaxation of the original MILP problem (proposed by the original authors) [ 22].
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com