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Quantum Bridge Analytics relates generally to methods and systems for hybrid classical-quantum computing, and more particularly is devoted to developing tools for bridging classical and quantum computing to gain the benefits of their alliance in the present and enable enhanced practical application of quantum computing in the future. This is the first of a two-part tutorial that surveys key elements...
We consider a risk-sensitive continuous-time Markov decision process over a finite time duration. Under the conditions that can be satisfied by unbounded transition and cost rates, we show the existence of an optimal policy, and the existence and uniqueness of the solution to the optimality equation out of a class of possibly unbounded functions, to which the Feynman–Kac formula was also justified...
Automated Guide Vehicles (AGVs) are widely used in material handling systems. In practice, to achieve more space utilization, safety, cost reduction, and increased flexibility, only a limited number of manufacturing cells may be preferred to have direct access to AGV travel paths, and the other cells are chosen to have no or indirect access to them. This paper investigates the problem of determining...
The minimum quartet tree cost (MQTC) problem is a graph combinatorial optimization problem where, given a set of $$n \ge 4$$ n ≥ 4 data objects and their pairwise costs (or distances), one wants to construct an optimal tree from the $$3 \cdot {n \atopwithdelims ()4}$$ 3 · n 4 quartet topologies on n, where optimality means that the sum of the costs of the embedded (or consistent)...
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