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It had been proved in joint work by W. Hebisch and the two first named authors that every exponential solvable Lie group S, which has a non-∗ regular co-adjoint orbit whose restriction to the nilradical is closed, has property (hlp), and we show here that (hlp) remains valid for compact extensions of these groups.
Shanghai's tall and compact".
Closed-up and compact.
These cloths are sturdy and compact.
They're precise, durable and compact.
Take audiocassettes, tapes, and compact discs.
High-order and compact finite-differences.
and compact. .
and compact.
Everything must be more focused and compact.
Fibronectin in extended and compact conformations.
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