Titlebook: New Trends in Nonlinear Control Theory; Proceedings of an In J. Descusse,Michel Fliess,D. Leborgne Conference proceedings 1989 Springer-Ver

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Bernard Bonnardile the surface using the set of tiles and following the rules. As proven by Berger (The Undecidability of the Domino Problem. Ph.D. thesis, Harvard University, 1964) in the 1960s, this problem is undecidable in general. When formulated in terms of tilings of the discrete plane . by unit tiles with

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Krzysztof Tchoneal case, it is well known that the expansion in a given integer basis of a rational number is ultimately periodic, which implies that its complexity function is bounded. More generally, the expansion of an algebraic irrational number in a given integer basis is supposed to be normal, whereas real n

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A. J. van der Schafteal case, it is well known that the expansion in a given integer basis of a rational number is ultimately periodic, which implies that its complexity function is bounded. More generally, the expansion of an algebraic irrational number in a given integer basis is supposed to be normal, whereas real n

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F. Lamnabhi-Lagarrigue,P. E. Crouch,I. Ighneiwaeal case, it is well known that the expansion in a given integer basis of a rational number is ultimately periodic, which implies that its complexity function is bounded. More generally, the expansion of an algebraic irrational number in a given integer basis is supposed to be normal, whereas real n

只看該作者 · 發(fā)表于 2025-3-22 16:27:41

R. El Assoudi,J. P. Gauthiereal case, it is well known that the expansion in a given integer basis of a rational number is ultimately periodic, which implies that its complexity function is bounded. More generally, the expansion of an algebraic irrational number in a given integer basis is supposed to be normal, whereas real n

只看該作者 · 發(fā)表于 2025-3-22 17:20:57

J. W. Grizzle,A. Isidorieal case, it is well known that the expansion in a given integer basis of a rational number is ultimately periodic, which implies that its complexity function is bounded. More generally, the expansion of an algebraic irrational number in a given integer basis is supposed to be normal, whereas real n

只看該作者 · 發(fā)表于 2025-3-23 00:16:43

M. D. Di Benedettog gr??er werdenden Beeintr?chtigung unserer Lebensbedingungen und Lebensqualit?t gewinnt der Umweltschutz immer mehr an Bedeutung. Gro?e Konzentrationen von Luftverschmutzungen bewirken eine Sch?digung von Menschen, Tieren, Pflanzen und Bauwerken. Aus diesem Grund entwickelt sich ein anderes, ein ?k

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