Линейные Рекуррентные Уравнения На Дереве

Белов, Алексей Яковлевич; Kanel-Belov, Alexei

doi:10.4213/mzm2628

Cited by 6 publications

(1 citation statement)

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“…Одна из них предпринята В.А. Беловым, высказавшим мысль о разной гражданско-правовой роли тех или иных фактических обстоятельств, согласно которой ав-тор выделил такие виды фактов, как факты-предпосылки, факты-условия, факты-основания [15].…”

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Юридические Факты И Юридические Состояния: Проблемы Теоретического Освоения

Генриховна¹,

Викторович²

2018

ОПЭП

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LEGAL FACTS AND LEGAL STATUS: PROBLEMS OF THEORETICAL DEVELOPMENTSummary: There is a lack of doctrines of legal status in civil law. This phenomenon is insufficiently studied by the scientific community partly because of fundamental issues to be discussed within this theory and the necessity of supplementing its particular points in a precise manner in order to keep and advance the theory of legal facts developed by the science of (civil) law. The legal status should be examined in the context of clear methodological guidelines proposed by the authors. They help reveal the specific nature of legal status at the interface between legal facts and legal relationship. The legal status can be reviewed as a part of both legal models (legal fact and legal relationship) and demonstrates its features in each case, which makes it possible to treat it as a separate legal unit.

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Юридические Факты И Юридические Состояния: Проблемы Теоретического Освоения

Генриховна¹,

Викторович²

2018

ОПЭП

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Finite Gröbner basis algebra with unsolvable problem of zero divisors

Ivanov-Pogodaev

2008

J Math Sci

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Finitely presented nilsemigroups: complexes with the property of uniform ellipticity

Ivanov-Pogodaev

Kanel-Belov

2021

Izv. Math.

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This paper is the first in a series of three devoted to constructing a finitely presented infinite nilsemigroup satisfying the identity . This solves a problem of Lev Shevrin and Mark Sapir. In this first part we obtain a sequence of complexes formed of squares ( -cycles) having the following geometric properties. 1) Complexes are uniformly elliptic. A space is said to be uniformly elliptic if there is a constant such that in the set of shortest paths of length connecting points and there are two paths such that the distance between them is at most . In this case, the distance between paths with the same beginning and end is defined as the maximal distance between the corresponding points. 2) Complexes are nested. A complex of level is obtained from a complex of level by adding several vertices and edges according to certain rules. 3) Paths admit local transformations. Assume that we can transform paths by replacing a path along two sides of a minimal square by the path along the other two sides. Two shortest paths with the same ends can be transformed into each other locally if these ends are vertices of a square in the embedded complex. The geometric properties of the sequence of complexes will be further used to define finitely presented semigroups.

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Линейные Рекуррентные Уравнения На Дереве

Cited by 6 publications

References 1 publication

Юридические Факты И Юридические Состояния: Проблемы Теоретического Освоения

Юридические Факты И Юридические Состояния: Проблемы Теоретического Освоения

Finite Gröbner basis algebra with unsolvable problem of zero divisors

Finitely presented nilsemigroups: complexes with the property of uniform ellipticity

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