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Let (G) be one of the finitely generated amenable simple groups that appears in [100].
The goal of this article is to study results and examples concerning finitely presented covers of finitely generated amenable groups.
Indeed, the goal of this article is to study examples and results concerning finitely generated amenable groups that do not have finitely presented amenable covers.
The class (mathcal{AG } backslash mathcal{SG }) contains also the finitely generated amenable simple groups that appear in [100], and in Problem 1.12.
There is an uncountable family of finitely generated amenable simple groups, which are topological full groups of minimal homeomorphisms of the Cantor space [100].
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As already mentioned in Section 1.D, any countable elementary amenable group embeds in a finitely generated elementary amenable group; the same hold for "amenable" instead of "elementary amenable" [128, Corollary 1.3].
Finitely generated elementary amenable groups are never of intermediate growth [48], so that Problems 1.2 and 1.3 do not arise in (mathcal{EG }).
Because mblC overexpression generated phenotypes amenable to genetic analysis, in particular eye morphology defects [34], and the evolutionary analysis suggested that MblC carried out critical muscleblind functions, we decided to perform a genetic screen for dominant modifiers of such phenotype.
For an integer (k ge 4) and a finitely generated non-amenable group (G) with (mathcal{T } (G) = k), does there exist a finitely presented cover (E) of (G) with (mathcal{T } (E) = k) ?
Although the RHI often exhibits an elusive quality (e.g., Hohwy, 2013), the subjective experience of ownership can be investigated by means of questionnaires that generate data amenable to psychometric analyses (e.g., Longo, Schuur, Kammers, Tsakiris, & Haggard, 2008).
These limitations made it difficult to generate curves amenable to simple Scatchard-type analyses.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com