Results 21 to 30 of about 1,804,356 (287)
Turán and Ramsey problems for alternating multilinear maps
Turán and Ramsey problems for alternating multilinear maps, Discrete Analysis 2023:12, 22 pp. Ramsey's theorem (in its finite version) states that for every positive integer $k$ there exists a positive integer $n$ such that every graph with $n$ vertices
Youming Qiao
doaj +1 more source
Identifying long cycles in finite alternating and symmetric groups acting on subsets [PDF]
Let H be a permutation group on a set Λ, which is permutationally isomorphic to a finite alternating or symmetric group An or Sn acting on the k-element subsets of points from {1, . . . , n}, for some arbitrary but fixed k.
Praeger, Cheryl E. +3 more
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Classifying unavoidable Tverberg partitions
Let $T(d,r) = (r-1)(d+1)+1$ be the parameter in Tverberg's theorem, and call a partition $\mathcal I$ of $\{1,2,\ldots,T(d,r)\}$ into $r$ parts a Tverberg type.
Boris Bukh, Po-Shen Loh, Gabriel Nivasch
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Objective: To delineate reliable morphological characteristics for identifying and separating female Phlebotomus caucasicus and Phlebotomus mongolensis which exist sympatrically in the main foci of zoonotic cutaneous leishmaniasis in Iran.
Azad Absavaran +7 more
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Analysis of two groups of plane infantry targets as sets of geometric primitives / Анализ двух групп плоских стрелковых мишеней как совокупностей геометрических примитивов / Analiza dve grupe dvodimenzionalnih pešadijskih meta kao skupova osnovnih geometrijskih figura [PDF]
A comparison of two groups of plane shooting targets (PSTs) characterizing the shooter-silhouette in different observation and rifle-firing positions was the starting point for this study.
Vadim L. Khaikov
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Quantum soundness of testing tensor codes
Quantum soundness of testing tensor codes, Discrete Analysis 2022:17, 73 pp. This paper proves an essential component of a major recent result in complexity theory, known as the MIP*=RE theorem, which was proved by the same authors.
Zhengfeng Ji +4 more
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On the intimate structure of crystals. Part VI. —Titanic oxide, its polymorphs and isomorphs [PDF]
Abstract The key to crystalline structure is furnished by a study of molecular volumes, and one of the best criteria of its powers will be found in its application to polymorphous compounds. If it can explain consistently with our knowledge of crystalline symmetry the change in volume which accompanies the passage of a substance from ...
openaire +1 more source
Isomorphic inverse problems [PDF]
Consider two inverse problems for Sturm-Liouville problems on the unit interval. It means that there are two corresponding mappings $F, f$ from a Hilbert space of potentials $H$ into their spectral data. They are called isomorphic if $F$ is a composition
Korotyaev, Evgeny
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Hypergraphs with infinitely many extremal constructions
Hypergraphs with infinitely many extremal constructions, Discrete Analysis 2023:18, 34 pp. A fundamental result in extremal graph theory, Turán's theorem, states that the maximal number of edges of a graph with $n$ vertices that does not contain a ...
Jianfeng Hou +4 more
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A multi‐stimuli‐responsive material is designed that responds to light, heat, and mechanical force through distinct chemical reaction pathways. The pathway is directed by self‐assembly and the applied stimulus. A novel pericyclic reaction cascade is also achieved, and the mechanism is supported through density functional theory calculations.
Liulei Ma +4 more
wiley +2 more sources

