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When θ is the coefficient of a representation, we prove that p − indGLθ is a coefficient of a representation induced from a parabolic subgroup.
We also prove that isometric group representation induced framings on a Banach space can be dilated to unconditional bases with the same structure for a larger Banach space.
For example, the density of distinct spines in the hippocampus increases 24 h after eye-blink conditioning (Leuner et al. 2003), and in vivo imaging of spines in the whisker barrel model suggests that the change in somatotopic representation induced by whisker-trimming is associated with stabilization of a subset of new spines over a period of days (Holtmaat et al. 2006).
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Our representation induces a better temporal comprehension of the motion but it also provides the topology of the natural relative motions.
This representation induces a Markov chain whose states correspond to the identified peptides.
We write ρ G for the restriction to G of the defining representation ρ : S 4 → GL (W ) given by the permutations of the basis B of W. This representation induces a G-module structure on W by setting g · x: = ρ(g)(x)∈ W. In fact, ρ induces a G-module structure on any tensor power ⊗ s Wby setting (3) g · x 1 ⊗ … ⊗ x s : = g · x 1 ⊗ … ⊗ g · x s, and extending by linearity.
In the sequel we will be interested in the (mathfrak {osp} (W -representation induced from it by the isomorphism (tau ^{-1}).
The unitary G-representations induced by MAN are known as the H-series.
We extend results on square integrable representations of a locally compact group to subrepresentations of a representations induced from a character of a closed subgroup.
In this paper, we explicitly calculate the action of the enveloping algebra of gln(F) on the degenerate principal series representations induced from characters of Pk.
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com