Universal characterization of non-transitive preferences
✍ Scribed by József Dombi; Nándor J. Vincze
- Book ID
- 107908853
- Publisher
- Elsevier Science
- Year
- 1994
- Tongue
- English
- Weight
- 784 KB
- Volume
- 27
- Category
- Article
- ISSN
- 0165-4896
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📜 SIMILAR VOLUMES
Fluctuations of the correlation dimension D2 describing multifractal properties of critical wavefunctions at the two-and three-dimensional Anderson transition points are studied by employing the forced-oscillator method and the box-counting procedure. We show that the width of the distribution funct
A directed graph is called (m, k)-transitive if for every directed path x0x1 . ..x. there is a directed path y,y, . ..yt such that x0 =y ,,, x,=yl,, and {yiIO<iik}c{xiIO<i<m}. We describe the structure of those (m, 1)-transitive and (3,2)-transitive directed graphs in which each pair of vertices is
## Abstract A bicirculant is a graph admitting an automorphism with exactly two vertex‐orbits of equal size. All non‐isomorphic 4‐valent edge‐transitive bicirculants are characterized in this article. As a corollary, a characterization of 4‐valent arc‐transitive dihedrants is obtained. © 2011 Wiley