منابع مشابه
p-ADIC NORMS AND QUADRATIC EXTENSIONS, II
We investigate the graph theoretical aspects and combinatorics of the action of a unitary group in n variables over a local non-archimedian eld on the Bruhat-Tits building of an odd orthogonal group in 2n+ 1 variables.
متن کاملCorrespondence between probabilistic norms and fuzzy norms
In this paper, the connection between Menger probabilistic norms and H"{o}hle probabilistic norms is discussed. In addition, the correspondence between probabilistic norms and Wu-Fang fuzzy (semi-) norms is established. It is shown that a probabilistic norm (with triangular norm $min$) can generate a Wu-Fang fuzzy semi-norm and conversely, a Wu-Fang fuzzy norm can generate a probabilistic norm.
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The model of laminated wave turbulence puts forth a novel computational problem – construction of fast algorithms for finding exact solutions of Diophantine equations in integers of order 1012 andmore. The equations to be solved in integers are resonant conditions for nonlinearly interacting waves and their form is defined by the wave dispersion. It is established that for the most common dispe...
متن کاملON p-ADIC NORMS AND QUADRATIC EXTENSIONS, II
We investigate the graph theoretical aspects and combinatorics of the action of a unitary group in n variables over a local non-archimedian eld on the Bruhat-Tits building of an orthogonal group in 2n+ 1 variables.
متن کاملTriangular norms. Position paper II: general constructions and parameterized families
This second part (out of three) of a series of position papers on triangular norms (for Part I see [43]) deals with general construction methods based on additive and multiplicative generators, and on ordinal sums. Also included are some constructions leading to non-continuous t-norms, and a presentation of some distinguished families of t-norms.
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ژورنال
عنوان ژورنال: Advances in Mathematics
سال: 1995
ISSN: 0001-8708
DOI: 10.1006/aima.1995.1044