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In this paper, we consider a class of scheduling problems that are among the fundamental
optimization problems in operations research. More specifically, we deal with a particular
version called job shop scheduling with unit length tasks. Using the
results of Hromkovič, Mömke, Steinhöfel, and Widmayer presented in their work Job
Shop Scheduling with Unit Length Tasks: Bounds and Algorithms, we analyze the
problem setting for 2 jobs with an unequal...
This paper gives a shortest path algorithm for CFG (context free grammar) labeled and
weighted digraphs where edge weights may be positive or negative,
but negative-weight cycles are not allowed in the underlying unlabeled graph.
These results build directly on an algorithm of Barrett et al. [SIAM J. Comput.30 (2000) 809–837].
In addition to many other results, they gave a shortest path algorithm for CFG labeled and
weighted digraphs where all edges are nonnegative.
Our algorithm is based closely...
We propose a new way of characterizing the complexity of online problems.
Instead of measuring the degradation of the output quality caused by the ignorance
of the future we choose to quantify the amount of additional global information
needed for an online algorithm to solve the problem optimally. In our model, the
algorithm cooperates with an oracle that can see the whole input. We define
the advice complexity of the problem to be the minimal number of bits
(normalized per input request, and...
V článku představíme dva druhy úloh týkajících se platby mincemi, které souvisejí s optimalitou počtu použitých mincí. V případě problému platby (říká se také rozměňování — anglicky change making problem), tj. skládání částky z mincí bez možnosti vracení, jsou úlohy spojené s optimalitou dobře prozkoumané. Analogické úlohy zformulujeme pro směnu, tj. skládání částky z mincí s možností vracení. Zde zůstává naopak řada problémů otevřená.
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