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visits member for 11 months
seen Sep 8 at 16:54

Aug
14
awarded  Supporter
Feb
2
revised is there a root test for the convergence of sequences (not for convergence of series)?
corrected spelling
Feb
2
comment is there a root test for the convergence of sequences (not for convergence of series)?
Thank you, once again, for your fast and helpful answer!
Feb
2
awarded  Scholar
Feb
2
accepted is there a root test for the convergence of sequences (not for convergence of series)?
Feb
2
comment is there a root test for the convergence of sequences (not for convergence of series)?
Thank you so much, David!
Feb
2
awarded  Editor
Feb
2
comment is there a root test for the convergence of sequences (not for convergence of series)?
I answered too soon, I should have read more carefully! Thank you so much, this answeres my question. Would you post it as an answer for me to be able to accept it?
Feb
2
revised is there a root test for the convergence of sequences (not for convergence of series)?
improved formatting
Feb
2
comment is there a root test for the convergence of sequences (not for convergence of series)?
Thank you for your answer, David, but aren't the notes about series? I'm looking for information about the convergence of sequences (not series), I will edit my question to make that clearer.
Feb
2
asked is there a root test for the convergence of sequences (not for convergence of series)?
Jan
21
comment Circular permutations - $n$ sitting at a round table without repeating neighbors
Not necesarily, 13524 and 14253 may be considered different.
Jan
20
comment Circular permutations - $n$ sitting at a round table without repeating neighbors
Yes, 1 and n are considered neighbors.
Jan
20
awarded  Student
Jan
20
asked Circular permutations - $n$ sitting at a round table without repeating neighbors