We give an O(n log2n) algorithm which solves the scheduling problem of minimizing the maximum weighted tardiness. This improves the classical O(n2) ...
May 22, 1989 · We give an O(n log2n) algorithm which solves the scheduling problem of minimizing the maximum weighted tardiness.
This paper defines and considers a new model, motivated by real-life behaviour, in which the priority among jobs is defined by a dominance hierarchy, ...
HOCHBAUM AND R. SHAMIR (1989). AN O(nlog2n) algorithm for the maximum weighted tardiness problem. Information Processing Letters 31, 215-219.
Apr 11, 2015 · Since tangent point can be found in O(lg n) time and decremental convex hull can be maintained in O(lg n) time, the total complexity is O(n lg n) ...
Missing: log2 | Show results with:log2
Dec 31, 2018 · ABSTRACT This paper presents a cloud theory-based iterated greedy (CTIG) algorithm for solving the no-wait flowshop scheduling problem (NWFSP) ...
Oct 22, 2024 · In this paper, we present an O(n2) time approximation algorithm for the problem, where n is the number of jobs. We further investigate different ...
Lawler's algorithm is applicable also when we are interested in maximum weighted ... “An O(nlog2 n) algorithm for the maxi- mum weighted tardiness problem”. In ...
Oct 11, 2012 · Something like this would have a complexity of O(n) = log^2(n) : for(int i = 1; i < n; i = i * 2) { for(int j = 1; j < n; ...
In this paper, we consider two scheduling problems on a single machine, where a specific objective function has to be maximized in contrast to usual ...