A fast approximation algorithm for the subset-sum problem - Gens, Levner - 1994G. Gens and E. Levner. A fast approximation algorithm for the subset-sum problem INFOR, 32, pages 143-148, 1994.G.V. Gens, E.V. Levner, A fast approximation algorithm for the subset-sum problem, INFOR ...
The Multiple Subset Sum Problem (MSSP) is the variant of bin packing in which the number of bins is given and one would like to maximize the overall weight of the items packed in the bins. The problem is also a special case of the multiple knapsack problem in which all knapsacks have ...
np-completepure-csubset-sumapproximation-algorithms UpdatedJul 6, 2023 C A university project in which the following problems are solved in Java language and also have a graphical appearance using JavaFX javamavenjavafxsubset-sumalgorithm-designfractional-knapsacktask-schedulingjob-sequencingsubset-sum-prob...
[1] showed that it is unlikely that any subset sum algorithm runs in O(u1− 2o(n)) time, for any constant > 0 and target number u, as such an algorithm would imply that the Strong Exponential Time Hypothesis (SETH) of Impagliazzo and Paturi [30] is false. 1.1 Our contributions ...
required to find several (vertex oredge) disjoint subgraphs of a prescribed type having minimum or maximum total weight. One of thefirst problems of this type under discussion in the literature is the m-peripatetic salesman problem [14](m-PSP for short). In the m-PSP we are given a ...
As one of Karp’s 21 NP-complete problems, the subset sum problem, as well as its generalization, has been well studied. Among the rich literature, th
There are a number of approximation algorithms for NP-hard versions of low rank approximation, such as finding a rank-k matrix B minimizing the sum of absolute values of differences to a given n-by-n matrix A, minrank-k B∥A−B∥1...
Items that were not allocated in Steps 1 and 2 are dealt with by the VBPP algorithm. The Multiple Subset Sum Problem (MSSP) is a special case of the Multiple Knapsack Problem (MKP), where the profit and weight of each item coincide (Caprara et al., 2000). The authors carried out ...
On some characterization of Smarandache-boolean near-ring with sub-direct sum structure The extracted requirements wouldn't modify any recognition or measurement principles, so the guidance for micro-sized entities will be a proper subset of the IFRS for SMEs rather than a separate standard. The ne...
The Unbiased Space-Saving sketch throws away even less information than previous sketches. This allows the sketch to match the accuracy of priority sampling, a nearly optimal subset sum estimation algorithm, which uses pre-aggregated data. In some cases, the Unbiased Space-Saving sketch achieves bet...