John Engbers and David Galvin, Counting independent sets of a fixed size in graphs with a given minimum degree, J. Graph Theory, to appear.J. Engbers and D. Galvin, Counting independent sets of a fixed size in graphs with given minimum degree, submitted....
(graph theory) A number of edges in a graph. Scale To remove in layers or scales Scaled off the old paint. Size Degree of rank, ability, character, etc. Scale To cover with scales; encrust. Size An instrument consisting of a number of perforated gauges fastened together at one end by...
Hi, is it possible to check if there's a path with size from a node 'a' to a node 'b' with size 'N' ? I've tried an BFS approach, using the 'visited' array with integer with a limit in the number 'N', but this strategy didn't worked. Do you have any idea, or there's...
(graph theory) A number of edges in a graph. (figurative, dated) Degree of rank, ability, character, etc. * L'Estrange men of a lesssizeand quality * Jonathan Swift the middling or lowersizeof people An instrument consisting of a number of perforated gauges fastened together at one end ...
Fig. 3: Relative labyrinth size in turtles. a PGLS regression of labyrinth size on skull box volume. Note that duplicate specimens for several species have been projected into graph but are not part of formal regression. Images show labyrinth models superimposed in original scale to skull models...
In: Proceedings of the West Coast Conference on Combinatorics, Graph Theory and Computing (Arcata, 1979). Congress. Numer., XXVI, pp. 125–157. Utilitas Math., Winnipeg (1980) Vizing, V.G.: Coloring the vertices of a graph in prescribed colors. Diskret. Analiz 29, 3–10101 (1976) ...
Sign in to download full-size image 11.1. Variation of hardness of milled Fe related to the reciprocal square root of the grain size, i.e. a Hall–Petch representation.Source: Graph taken from Guduru et al.,13 with source data indicated in the text. Figure 11.2 shows the corresponding Hal...
Due to the NT-Theorem's practical usefulness and theoretical depth in graph theory, it has attracted numerous further studies and follow-up work [17], [4], [9], [2], [32]. In this paper, we will prove the following local optimization theorem similar to the NT-Theorem for p-Size ...
Thus, if the ratio is below 4, noticeable deviations from the A5 line can happen only for very weakly bound quantum systems, i.e., in the area where scaled energies are less than XE<1, while in other areas only small deviations can occur. According to the position on the graph, each...
Indeed, the solid curve in Fig. 2b reports an excellent agreement between theory and experiment if we consider an increase of the radius by lH = 1.8 ± 0.3 nm for all particles. We attribute the main effect to a hydration (stagnant) layer27, but additional contributions might also...