Results 131 to 140 of about 294 (153)

Types and unitary representations of reductive p-adic groups. [PDF]

Invent Math, 2018
Ciubotaru D.
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Identifying bellwether sewershed sites for sustainable disease surveillance in Bengaluru, India: a longitudinal study. [PDF]

Lancet Reg Health Southeast Asia
Daniel RF, Kannan SK, Daroch N, Ganesan S, Mozaffer F, Srikantaiah V, Shashidhara LS, Mishra R, Ishtiaq F.   +8 more
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Stability of Spline-Type Systems in the Abelian Case. [PDF]

Symmetry (Basel), 2017
Onchis D, Zappalà S.
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Classical Bruhat orders and lexicographic shellability

Journal of Algebra, 1982
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Occupational exposure to organic solvents and the risk of developing testicular germ cell tumors (TESTIS study): Effect of combined exposure assessment on risk estimation. [PDF]

Scand J Work Environ Health
Guth M, Pilorget C, Lefevre M, Coste A, Danjou A, Dananché B, Praud D, Pérol O, Daudin M, Clarotti MA, Lattes S, Bouillon C, Paul A, Schüz J, Bujan L, Olsson A, Fervers B, Charbotel B, TESTIS study group.   +18 more
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Multicomponent Behavioural Intervention during Pregnancy to Reduce Home Exposure to Second-Hand Smoke: A Pilot Randomised Controlled Trial in Bangladesh and India. [PDF]

Int J Environ Res Public Health
Satyanarayana VA, Jackson C, Siddiqi K, Dherani M, Parrott S, Li J, Huque R, Chandra PS, Rahman A.   +8 more
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The Bruhat order on symmetric varieties

Geometriae Dedicata, 1990
Let G be a connected reductive linear algebraic group over an algebraically closed field of characteristic not 2. Let θ be an automorphism of order 2 of the algebraic group G. Denote by K the fixed point group of θ and by B a Borel group of G. It is known that the number of double cosets BgK is finite.
R.W. Richardson, T.A. Springer
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Bruhat Order and Transfer for Complex Reductive Groups

Canadian Journal of Mathematics, 1992
AbstractLet G be a complex reductive group, and G^ its set of irreducible admissible representations. The Bruhat order on G^ is defined in a natural way. We prove that this Bruhat order is preserved by transfer. This gives new proofs of some results by the author on L-functions.
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Order Dimension, Strong Bruhat Order and Lattice Properties for Posets

Order, 2002
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Automorphisms of the Bruhat order on Coxeter Groups

Bulletin of the London Mathematical Society, 1989
The author provides a very clean argument which establishes (Theorem 1) that if \(\phi\) is an automorphism of the Bruhat order of a Coxeter group then \(\phi\) has a ``standard'' decomposition \(\phi =\phi_ 3\cdot \phi_ 2\cdot \phi_ 1\) where \(\phi_ 1\) is a diagram automorphism; \(\phi_ 2\) maps components to themselves either as an identity map or ...
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