Metal electrodeposition may introduce various morphological variations depending on the electrolytic conditions including cell configurations. For liquid electrolytes, a precise study of these deposits may be complicated by convective motion due to buoyancy. Zero-gravity (0-G) condition provided by drop shaft or parabolic flight gives a straightforward mean to avoid this effect: we present here...

For $\mathbb{G}$ an algebraic (or more generally, a bornological) quantum group and $\mathbb{B}$ closed subgroup of $\mathbb{G}$, we build in this paper induction module by explicitly defining, on the convolution algebra inner product which takes its value $\mathbb{B}$, as original approach Rieffel. In context, study link with functor defined Vaes. last part, illustrate our result parabolic com...

Abstract We study cells with respect to the p -canonical basis of Hecke algebra a crystallographic Coxeter system (see Jensen and Williamson (2017) (2020)) their compatibility standard parabolic subgroups. show that after induction surrounding bigger group cell module right -cell in subgroup decomposes as direct sum modules. Along way, we state some new positivity properties basis.

We prove exactness of parabolic restriction and induction functors for conjugation equivariant sheaves on a reductive group generalizing well-known result Lusztig who established this property character sheaves. propose conjectural (but known sheaves) $t$-exactness the Harish-Chandra transform provide evidence that conjecture. also present two applications some results Gabber Loeser perverse an...