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141.
The Euclidean dimension of a graph G is the smallest integer p such that the vertices of G can be represented by points in the Euclidean space Rp with two points being 1 unit distance apart if and only if they represent adjacent vertices. We show that dim(Cm+Cn)=5 except that dim(C4+C4)=4, dim(C5+C5)=4, and dim(C6+C6)=6. 相似文献
142.
A well-known conjecture of Scott Smith is that any two distinct longest cycles of a k-connected graph must meet in at least k vertices when k≥2. We provide a dual version of this conjecture for two distinct largest bonds in a graph. This dual conjecture is established for k?6. 相似文献
143.
The existence of cycles of the second kind was considered for uncertain pendulum-like systems with several nonlinearities. On the basis of the Kalman–Yakubovich–Popov (KYP) lemma, linear matrix inequality (LMI) conditions guaranteeing the existence of cycles of the second kind for such nonlinear systems under parameter uncertainties are established. By virtue of these results, an interesting conclusion is reached: that the synthesis problem ensuring the existence of cycles of the second kind for such an uncertain nonlinear system can be converted into a synthesis problem for a system without uncertainties. A concrete application to a synchronous machine demonstrates the validity of the proposed approach. 相似文献
144.
A simple graphical approach for complex pressure swing adsorption (PSA) cycle scheduling has been developed. This new methodology
involves a priori specifying the cycle steps, their sequence, and the number of beds, and then following a systematic procedure that requires
filling in a 2-D grid based on a few simple rules, some heuristics and some experience. The outcome or solution is a grid
comprised of columns that represent the total cycle time, rows that represent the total number of beds, and cells that represent
the duration of each cycle step, i.e., the complete cycle schedule. This new approach has been tested successfully against
several cycle schedules taken from the literature, including a two-bed four-step Skarstrom cycle, a four-bed nine-step process
with two equalization steps, a nine-bed eleven-step process with three pressure equalization steps, and a six-bed thirteen-step
process with four pressure equalization steps and four idle steps. This approach also revealed the existence of numerous cycle
schedules for each bed and cycle step combination examined. Although it cannot identify the total number of permutations or
which one is better, it does provide a very straightforward way to determine some of the possible cycle schedules of virtually
any PSA process that can be conceived. 相似文献
145.
E. Enrique García Moreno 《Discrete Mathematics》2009,309(15):4952-3029
A semiextension of a circuit C in a graph G provides a possible means of finding a cycle double cover of G with C as a prescribed circuit. Recently we conjectured [E.E. García Moreno, T.R. Jensen, On semiextensions and circuit double covers, J. Combin. Theory Ser. B 97 (2007) 474-482] that if G is cubic and 2-edge-connected, then a semiextension of C in G exists. If true, this would imply several long-standing conjectures.If there is a circuit C′ in G with C′≠C and V(C)⊆V(C′), then C′ is called an extension of C, a special case of a semiextension. If there is no such circuit, then C is said to be stable in G. Hence the existence question for semiextensions is easy except for stable circuits. Not many examples of graphs with stable circuits have been published. In this note we show that the members of a particular class of stable circuits described by M. Kochol have semiextensions. 相似文献
146.
Yongzhu Chen 《Discrete Mathematics》2009,309(8):2233-2163
Let G be a plane graph having no 5-cycles with a chord. If either Δ≥6, or Δ=5 and G contains no 4-cycles with a chord or no 6-cycles with a chord, then G is edge-(Δ+1)-choosable, where Δ denotes the maximum degree of G. 相似文献
147.
We show that the spectrum for pentagon triple systems is the set of all n≡1,15,21 or . We then construct a 5-cycle system of order 10n+1 which can be embedded in a pentagon triple system of order 30n+1 and also construct a 5-cycle system of order 10n+5 which can be embedded in a pentagon triple system of order 30n+15, with the possible exception of embedding a 5-cycle system of order 21 in a pentagon triple system of order 61. 相似文献
148.
149.
150.
This paper concerns the problem of cycle slipping for continuous phase-controlled systems with periodic nonlinearity. The number of slipped cycles is an important property in the transient mode of such nonlinear systems. On the basis of the Yakubovich–Kalman lemma, linear matrix inequality (LMI) characterizations are derived for the number of slipped cycles of such systems and an efficient way of estimating the number is proposed by solving a generalized eigenvalue minimization problem. Furthermore, by virtue of these results, a dynamic output feedback controller is designed to guarantee the nonexistence of cycle slipping. As a result, the transient performance of phase-controlled system is improved. A concrete application to the phase-locked loop shows the applicability and validity of the proposed approach. 相似文献