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We then show that the general case of multifurcating trees can be treated by interleaving solutions to certain auxiliary Maximum Weighted Matching problems with an extension of this dynamic programming approach, resulting in an overall polynomial-time solution of complexity (n4 log n) w.r.t. the number n of leaves.
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The alternative traction equipment has to be linked to the conventional drivetrain via torque or speed-coupling elements resulting in solutions of different complexity [12].
The main result of this paper is to show that this threshold version of the problem can be solved by recursively solving 3+2logθ instances of the traditional (i.e., zero-threshold) version of the problem, which is much-studied in the literature and for which there are many efficient (typically randomized) solutions of time complexity close to O(NlogM).
The most pressing problem was undoubtedly that of power current; we can list three types of solutions of increasing complexity: i) using a UPS, ii) using a system of (rechargeable) batteries and of inverters, iii) using solar panels and batteries.
To better understand the sources (and thus potential solutions) of experienced complexity, we will undertake an evidence synthesis of qualitative studies of patient and informal carer experiences of three conditions: chronic heart failure, chronic obstructive pulmonary disease, and chronic kidney disease.
For exponential random variables our approach leads to a solution of even lower complexity: O rN) time and O(NlogN) space, which outperforms all the known algorithms for optimal quantization in both multi- and single-resolution cases.
Apparently, the optimal MAP solution of (3) is of complexity exponential increasing of N t N m and thus computationally infeasible for large systems.
Self-assembly is the process by which monomeric molecules recognize each other in solution and form aggregates of complexity ranging from dimers to the mesoscopic-size structures.
This is probably the reason that people who wish to work together look for a solution involving a minimum of complexity.
In this paper, the above-mentioned simplified assumption is overcome, leading to analytical solutions, of different complexities, able to take into account also the frequency components neglected by the classical methods.
It is shown that the suggested approach to fault diagnosis is in particular advantageous in terms of solution complexity and performance.
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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