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The company asks to keep them "short and simple, in case they are spoken aloud".
A C ∗ -algebra is simple in case it contains no nontrivial closed two-sided ideals.
The ring R is called purely infinite simple in case R is simple, and each nonzero left ideal of R contains an infinite idempotent.
A closed path c = e 1 e 2 ⋯ e n is simple in case s ( e i ) ≠ s ( e 1 ) for all 2 ≤ i ≤ n.
the graph monoid M E. V ( L K ( E ) ). V ( C ∗ ( E ) ). V M v N ( C ∗ ( E ) ). Algebraic: R is purely infinite simple in case R is simple and every nonzero right ideal of R contains an infinite idempotent.
A Lie algebra L is called simple in case [ L, L ] ≠ { 0 }, and the only Lie ideals of L are { 0 } and L. Let E be a finite graph, and write E 0 = { v i ∣ 1 ≤ i ≤ m }.
Similar(51)
It's a simple, in-and-out case.
"I don't expect it's going to be so simple in every case," he says.
Moreover, all solutions of (4.37) are simple in this case [11].
The answers are not simple in this case and require experienced professionals to discuss with the patient".
The answer turns out to be very simple in the case when Ω can be "shrunk" into itself.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com