منابع مشابه
Pure interpretations of EOL forms
The notion ofanEOLformcombinedwith pure interprétations is studied. Thisapproach is compared and contrasted with the original approach of an EOLform with its interprétations. In particular it is shown there are no pure very complete EOL farms. Résumé. — On étudie la notion déforme EOL avec interprétation pure. Cette approche se distingue de V approche originale d'une f orme EOL avec ses interpr...
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L-systems are parallel generative grammars, used to model plant development, with the results usually interpreted graphically. Music can also be represented by grammars, and it is possible to interpret L-systems musically. We search for simultaneous ‘pleasing’ graphical and musical renderings of L-systems.
متن کاملL-fuzzy Uniform Spaces
The aim of this paper is to study L-fuzzy uniformizable spaces. A new kind of topological fuzzy remote neighborhood system is defined and used for investigating the relationship between L-fuzzy co-topology and L-fuzzy (quasi-)uniformity. It is showed that this fuzzy remote neighborhood system is different from that in [23] when U is an Lfuzzy quasi-uniformity and they will be coincident when U ...
متن کاملExponents of Uniform L-Systems
Let L/[0, k&1]. A family F is called an (n, k, L)-system (or (k, L)system, L-system for short) if F/( [n] k ) and |F & F$| # L holds for all distinct F, F$ # F. Define m(n, k, L) :=max[ |F | : F is (n, k, L)-system]. If there exist constants c, c$, : depending only on k and L, and satisfying cn<m(n, k, L)<c$n, then we define :(k, L) :=: which is called the exponent of (k, L)-system. Conjecture ...
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Let f be a measure-preserving transformation of a Lebesgue space (X,μ) and let F be its extension to a bundle E = X × R by smooth fiber maps Fx : Ex → Efx so that the derivative of F at the zero section has negative Lyapunov exponents. We construct a measurable system of smooth coordinate changes Hx on Ex for μ-a.e. x so that the maps Px = Hfx ◦Fx ◦H−1 x are sub-resonance polynomials in a finit...
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ژورنال
عنوان ژورنال: Information and Control
سال: 1978
ISSN: 0019-9958
DOI: 10.1016/s0019-9958(78)90282-6