4 citations · 14 across the 27 of their papers we have counts for
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On Dense Subgroups of Homeo(I)
Azer Akhmedov
We prove that a dense subgroup of is not elementary amenable. We also show that the topological group does not satisfy the Stability…
Questions and Remarks on Discrete and Dense Subgroups of Diff(I)
Azer Akhmedov
We are raising questions on discrete and dense subgroups of Diff(I). Most of the questions are around the problems discussed in [A1]-[A4].
Non-amenability of R.Thompson's group F
Azer Akhmedov
We present a proof of non-amenability of R.Thompson's group F.
Extension of Hölder's Theorem in Diff_{+}^{1+ε}(I)
Azer Akhmedov
We prove that if Γis subgroup of Diff_{+}^{1+ε}(I) and N is a natural number such that every non-identity element of Γhas at most N fixed points then Γis solvable. If in addition Γ…
Good Modulating Sequences for the Ergodic Hilbert Transform
Azer Akhmedov, Dogan Comez
This article investigates classes of bounded sequences of complex numbers that are universally good for the ergodic Hilbert transform in L_p-spaces, 2\leq p\leq \infty : The class…