Tightening linearizations of non-linear binary optimization problems

The number of outer iterations to reach machine precision is significantly smaller for the Gauss quadrature algorithm (about 2500) than for the backward error algorithm (between

Figure 6: Results for p = 6 on the irregular mesh (left) and on the regular mesh (right) to finite volume scheme: indeed, even tough global conservativity of the fluxes is ensured,

The proposed sets of coefficients can effectively replace the random selection of coefficients often used in NB- LDPC construction over high order Galois Field, and thus helps

The method is applicable to any problem with polynomial equality and inequality constraints, and we demonstrate it numerically on the chance constrained AC Optimal Power Flow.. In

2, where each point corresponds to the results of the solving using the first algorithm for constructing lexicographic equivalence of one problem (the abscissa of the

Current authorship attribution methods have two key steps: (1) an indexing step based on style markers is performed on the text using some natural language

The computer model whose creation is detailed in Section 3.2.1 above was used to examine the geometry of collagen and determine the feasibility of using a rigid

In this paper, we provide separation results for the computational hierarchy of a large class of algebraic “one-more” computational problems (e.g. the one-more discrete