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Adsorbing staircase walks and staircase polygons
Annals of Combinatorics, 1999The author finds generating functions of adsorbing random staircase walks and staircase polygons on the main diagonal of the square lattice, using the algebraic languages of Dyck and Motzkin [cf. \textit{M.-P. Delest} and \textit{G. X. Viennot}, Theor. Comput. Sci. 34, No.
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2022
Drawing on the ethics of E. Levinas in “Transcendence and Height” and the embodiment of the ethical encounter, the chapter presents the staircase as a learning-case that reflects the dependency of frail elderly persons after hospitalization on being met by the ‘welfare Others’ in ways that afford ‘transcendence and height’, i.e., resurrection and hope ...
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Drawing on the ethics of E. Levinas in “Transcendence and Height” and the embodiment of the ethical encounter, the chapter presents the staircase as a learning-case that reflects the dependency of frail elderly persons after hospitalization on being met by the ‘welfare Others’ in ways that afford ‘transcendence and height’, i.e., resurrection and hope ...
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Integers, 2010
AbstractA staircase in this paper is the set of points ...
Felix Breuer, Frederik von Heymann
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AbstractA staircase in this paper is the set of points ...
Felix Breuer, Frederik von Heymann
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ON A POISSON HYPERBOLIC STAIRCASE
Probability in the Engineering and Informational Sciences, 1999We consider a process that starts at height y, stays there for a time X0 ∼ exp(y) when it drops to a level Z1 ∼ U(0, y). Thereafter it stays at level Zn for time Xn ∼ exp(Zn), then drops to a level Zn+1 ∼ U(0,Zn). We investigate properties of this process, as well as the Poisson hyperbolic process which is obtained by randomizing the starting ...
Levikson, Benny +2 more
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THE GEOMETRY OF FAREY STAIRCASES
International Journal of Bifurcation and Chaos, 2004We study Cantor staircases arising from different problems in Physics. Each staircase is endowed with the Farey structure in the vertical axis, the underlying cantordust set Ω having a fractal dimension strictly between 0 and 1. We find that length and distribution of stairsteps follow hyperbolic laws related to the Poincaré measure in the hyperbolic ...
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A Generalization of staircase visibility
1991Let \(\mathcal{O}\)be some set of orientations, i.e., \(\mathcal{O}\)\(\subseteq\)[0°,360°). In this paper we look at the consequences of defining visibility based on curves that are monotone w.r.t. to the orientations in \(\mathcal{O}\). We call such curves \(\mathcal{O}\)-staircases.
Sven Schuierer +2 more
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Staircase-climbing capability-based dimension design of a hexapod robot
Mechanism and Machine Theory, 2021Chenkun Qi, , Xianbao Chen
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