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191.
Flight gate scheduling with respect to a reference schedule 总被引:1,自引:0,他引:1
Ulrich?Dorndorf Florian?Jaehn Erwin?PeschEmail author 《Annals of Operations Research》2012,194(1):177-187
This paper considers the problem of assigning flights to airport gates. We examine the general case in which an aircraft serving
a flight may be assigned to different gates for arrival and departure processing and for optional intermediate parking. Restrictions
to this assignment include gate closures and shadow restrictions, i.e., the situation where certain gate assignments may cause
blocking of neighboring gates. The objectives include maximization of the total assignment preference score, a minimal number
of unassigned flights during overload periods, minimization of the number of tows, maximization of a robustness measure as
well as a minimal deviation from a given reference schedule. We show that in case of a one period time horizon this objective
can easily be integrated into our existing model based on the Clique Partitioning Problem. Furthermore we present a heuristic
algorithm to solve the problem for multiple periods. 相似文献
192.
193.
194.
Consistent time and frequency domain formulations for a fully anisotropic, linear visco-elastic material model are presented. The finite element implementation leads to a complex valued stiffness matrix in the frequency domain. A homogenisation procedure based on unit-cell analyses in the frequency domain is presented to derive input parameters for the material model. (© 2016 Wiley-VCH Verlag GmbH & Co. KGaA, Weinheim) 相似文献
195.
Nesterov suggested an SDP-based bound for the problem to minimize a quadratic form over the
-ball. In this note, we introduce a tighter SDP-based bound, the so-called copositive bound, and illustrate the improvement by simulation results. The copositive bound has the additional advantage that it can be easily extended to the inhomogeneous case of quadratic objectives including a linear term. We also indicate some improvements of the eigenvalue bound for the quadratic optimization over the
-ball with 1 < p < 2, at least for p close to one. 相似文献
196.
We define Wieferich numbers to be those odd integers w≥3 that satisfy the congruence 2
φ(w)≡1 (mod w
2). It is clear that the distribution of Wieferich numbers is closely related to the distribution of Wieferich primes, and
we give some quantitative forms of this statement. We establish several unconditional asymptotic results about Wieferich numbers;
analogous results for the set of Wieferich primes remain out of reach. Finally, we consider several modifications of the above
definition and demonstrate that our methods apply to such sets of integers as well.
During the preparation of this paper, W.B. was supported in part by NSF grant DMS-0070628, F.L. was supported in part by grants
SEP-CONACYT 37259-E and 37260-E, and I.S. was supported in part by ARC grant DP0211459. 相似文献
197.
We obtain asymptotic formulas for all the moments of certain arithmetic functions with linear recurrence sequences. We also apply our results to obtain asymptotic formulas for some mean values related to average orders of elements in finite fields. 相似文献
198.
A weighting of the edges of a hypergraph is called vertex‐coloring if the weighted degrees of the vertices yield a proper coloring of the graph, i.e. every edge contains at least two vertices with different weighted degrees. In this article, we show that such a weighting is possible from the weight set for all hypergraphs with maximum edge size and not containing edges solely consisting of identical vertices. The number is best possible for this statement. 相似文献
199.
200.
Florian Beyer 《偏微分方程通讯》2017,42(8):1199-1248
We consider self-gravitating fluids in cosmological spacetimes with Gowdy symmetry on the torus T3 and, in this class, we solve the singular initial value problem for the Einstein–Euler system of general relativity, when an initial data set is prescribed on the hypersurface of singularity. We specify initial conditions for the geometric and matter variables and identify the asymptotic behavior of these variables near the cosmological singularity. Our analysis of this class of nonlinear and singular partial differential equations exhibits a condition on the sound speed, which leads us to the notion of sub-critical, critical, and super-critical regimes. Solutions to the Einstein–Euler systems when the fluid is governed by a linear equation of state are constructed in the first two regimes, while additional difficulties arise in the latter one. All previous studies on inhomogeneous spacetimes concerned vacuum cosmological spacetimes only. 相似文献