Results 11 to 20 of about 973 (252)
Parking Spaces for Complex Reflection Groups [PDF]
We answer an open problem of arXiv:1204.1760 and arXiv:1205.4293, extending their work to irreducible well--generated complex reflection groups $W$. We define a combinatorial $W$-noncrossing parking space and an algebraic $W$-parking space for such $W$, and exhibit a $(W \times C)$-equivariant isomorphism between the two.
Jason Stack
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The minimal degree for a class of finite complex reflection groups
We calculate the minimal degree for a class of finite complex reflection groups $G(p,p,q)$, for $p$ and $q$ primes and establish relationships between minimal degrees when these groups are taken in a direct product.
Neil Saunders
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Finite complex reflection groups [PDF]
Arjeh M. Cohen
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NORMAL REFLECTION SUBGROUPS OF COMPLEX REFLECTION GROUPS [PDF]
AbstractWe study normal reflection subgroups of complex reflection groups. Our approach leads to a refinement of a theorem of Orlik and Solomon to the effect that the generating function for fixed-space dimension over a reflection group is a product of linear factors involving generalised exponents.
Carlos E. Arreche, Nathan F. Williams
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Reflection ordering in the imprimitive complex reflection group G(m, p, n)
Assume that m, p and n are positive integers, and p divides m. Let G(m, p, n) be an imprimitive complex refelction group. A partial ordering is introduced in the group G(m, p, n), as following reference, which is called the reflection ordering.
HONG Feifei, LI Jingjing, WANG Li
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Time for a paradigm shift: The adolescent brain in addiction treatment
Objective: One route to improve adolescent addiction treatment outcomes is to use translational approaches to help identify developmental neuroscience mechanisms that undergird active treatment ingredients and advance adolescent behavior change. Methods:
Kristen L. Mackiewicz Seghete +4 more
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Cherednik algebra for the normalizer
Ginzburg, Guay, Opdam and Rouquier established an equivalence of categories between a quotient category of the category $\mathcal{O}$ for the rational Cherednik algebra and the category of finite dimension modules of the Hecke algebra of a complex ...
Fallet, Henry
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Deformed diagonal harmonic polynomials for complex reflection groups [PDF]
arXiv : http://arxiv.org/abs/1011 ...
François Bergeron +2 more
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Completely positive maps for imprimitive complex reflection groups
In 1994, M. Bożejko and R. Speicher proved the existence of completely positive quasimultiplicative maps from the group algebra of Coxeter groups to the set of bounded operators.
H. Randriamaro
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Automorphisms of complex reflection groups [PDF]
Let G ⊂ G
Marin, I., Michel, Jean
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