Taken together, it means that problem (1) with and Stieltjes matrix Q is a rare example of -problem with unequal weights whose entire solution path can be computed in strongly polynomial time. Nonetheless, we point out that a simple application of the aforementioned ideas would result in a ...
This algorithm is an extension of the Go With the Winners which was introduced by Aldous and Vazirani8 as an attempt to give a rigorous expla- aNP-hard: This complexity class contains problems for which we do not know any polynomial time algorithm to solve them. 3 Published by Atlantis ...
We consider the convex quadratic optimization problem in Rn with indicator variables and arbitrary constraints on the indicators. We show that a convex hull description of the associated mixed-integer set in an extended space with a quadratic number of additional variables consists of an (n+1)×(...
In particular the polynomial multiplications require a more efficient parallelization approach. However, Thomé's BW2 takes only a small part of the total runtime for this system size; for larger systems it is even smaller due to its smaller asymptotic time complexity compared to steps BW1 and ...
Converting the 0–1 polynomial programming problem to a 0–1 linear program. Oper. Res. 1974, 22, 180–182. [Google Scholar] [CrossRef] Martello, S.; Pisinger, D.; Toth, P. Dynamic programming and strong bounds for the 0–1 knapsack problem. Manag. Sci. 1999, 45, 414–424. [...
Also, humidity, naturally present in human breath, might be taken into account as an additional source, defined by a non-integer power of the gas concentration and included in a second order polynomial model. For complex samples, thanks to the Sensors 2018, 18, 1785 16 of 18 model, we ...