Results 31 to 40 of about 26,897 (288)
Flag-Accurate Arrangements [PDF]
, 2023 In [MR21], the first two authors introduced the notion of an accurate arrangement, a particular notion of freeness. In this paper, we consider a special subclass, where the property of accuracy stems from a flag of flats in the intersection lattice of ...
Röhrle, Gerhard +2 more
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SelMa - Self-guided Learning in Teaching Mathematics
Informatics in Education, 2004 In the project ``Self-guided Learning in Teaching Mathematics - SEC II'' (SelMa), five authoring schools are working out scenarios, media and materials for phases of self-guided learning, which will be tested systematically by 10 trial schools with ...
Wolfgang WEBER
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Hyperfactored of Reflection Arrangement A�(G_25 ) [PDF]
Al-Mustansiriyah Journal of Science, 2019 The purpose of this paper is to study the hyperfactored of the complex reflection arrangementA(G 25 ). Depending on the lattice of arrangement A(G 25 ), the basis of A(G 25 ) has been foundand then partitioned. Also, showed that A(G 25 ) is not hyperfactored and is not inductivelyfactored.
Raneen sabah haraj, Rabeaa AL-Aleyawee
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Restricting Invariants and Arrangements of Finite Complex Reflection Groups [PDF]
, 2015 Suppose that G is a finite, unitary reflection group acting on a complex vector space V and X is a subspace of V. Define N to be the setwise stabilizer of X in G, Z to be the pointwise stabilizer, and C=N/Z.
Berardinelli, Angela
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Archéologie Médiévale, 2008 Methods of analysis in physical anthropology fieldwork constitute fundamental tools for reconstituting funerary architecture (grave pit features, modes of construction, body positioning and possible coffin arrangements).
Frédérique Blaizot
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Some Almost Exceptional Arrangements [PDF]
, 1993 We introduce and study a family of real hyperplane arrangements that includes the reflection arrangements of types A and D as well as an infinite family of arrangements E′n (constructed by Orlik, Solomon, and Terao) related to the exceptional ...
Ziegler, G.M., G.M. Ziegler
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Euclidean matchings and minimality of hyperplane arrangements [PDF]
, 2021 We construct a new class of maximal acyclic matchings on the Salvetti complex of a locally finite hyperplane arrangement. Using discrete Morse theory, we then obtain an explicit proof of the minimality of the complement.
Davide Lofano, Giovanni Paolini
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Modular Equalities for Complex Reflection Arrangements
Documenta Mathematica, 2017 We compute the combinatorial Aomoto-Betti numbers \beta_{p}(\mathcal A) of a complex reflection arrangement. When \mathcal A has rank at least 3, we find that
Anca Daniela Mačinic +2 more
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Measuring the Reflection Matrix of a Rough Surface
Applied Sciences, 2017 Phase modulation methods for imaging around corners with reflectively scattered light required illumination of the occluded scene with a light source either in the scene or with direct line of sight to the scene. The RM (reflection matrix) allows control
Kenneth Burgi +3 more
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On the -problem for restrictions of complex reflection arrangements [PDF]
Compositio Mathematica, 2020 Let $W\subset \operatorname{GL}(V)$ be a complex reflection group and $\mathscr{A ...
Nils Amend +2 more
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