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1h
comment exponential generating functions containing an even/odd number of cycles
@Marc: You're right of course :-) Corrected.
1h
revised exponential generating functions containing an even/odd number of cycles
correction
1h
answered exponential generating functions containing an even/odd number of cycles
2h
comment Expansion vs Sparsest cut
For displayed equations, you need to include the punctuation within the equation (preferably offset by a \; space); otherwise it ends up on the following line, as you can see in your last equation.
2h
comment Intersection of intervals
The $\TeX$ command for the empty set $\emptyset$ is \emptyset.
2h
revised The existence of a graph homomorphism
typo
2h
answered Representation Theory. Why does $a^{r}b^{s}a^{t}b^{u} = a^{i}b^{j}$?
3h
comment Representation Theory. Why does $a^{r}b^{s}a^{t}b^{u} = a^{i}b^{j}$?
If you upload entire pages of books, it seems appropriate to specify the source.
3h
answered The existence of a graph homomorphism
3h
comment The existence of a graph homomorphism
The preposition "between" seems a bit confusing here -- an isomorphism is "between"; a homomorphism has a direction, which is more usually expressed by "from ... to".
9h
comment Volume of a set in phase space. How many dimensions?
Then you should update the question. It's confusing to have two different versions in the question and the comments, and peope shouldn't have to read through the comments to understand the question.
17h
comment Generating function question about arranging n objects with limitations
Your chances of getting a useful answer are much higher if you interact with comments.
21h
comment Square matrix $\|Ax-Ay\|\le \|x-y\|$
@Sandy: Ah, now I see what $0,7$ and $0,5$ was about. $\TeX$ is anglo-centric; it interprets periods as decimal periods and commas as punctuation, not as decimal commas, so you get bad spacing when you try to use the comma as a decimal comma. I see now that you meant $0.7$ and $0.5$. Yes, you can use those values.
21h
comment Square matrix $\|Ax-Ay\|\le \|x-y\|$
@Sandy: Yes, that's correct, though I'm not sure why you added $n=2,3$; those inequalities hold for general $n$.
22h
comment Square matrix $\|Ax-Ay\|\le \|x-y\|$
@Sandy: We seem to be talking past each other. I don't understand what you mean by "taking $0,7$". What I mean by a matrix with constant entries $c$ is the matrix $$ \pmatrix{c&c\\c&c}\;. $$
22h
comment Rolling dices and simple problem
Sorry, that seems to be a misunderstanding. I wasn't saying that it matters which number on the dice you're waiting for. I was saying that it makes no sense to ask for the time it takes until you get that number on all dice, because that time will be different every time you do the experiment. A more meaningful question is what the expected value, that is, the average, of the required time is, and your last paragraph seems to suggest that this is what you in fact intended to ask about in the preceding paragraphs.
22h
revised Generalized nontransitive dice
slightly more precise
22h
comment Rolling dices and simple problem
The question has no well-defined answer in its present form, since the time it takes will obviously be different on different trials. In case you intended to ask about the expected value of the time it takes, this question has been asked before here but I couldn't find the duplicate.
22h
comment Square matrix $\|Ax-Ay\|\le \|x-y\|$
@Sandy: I'm not sure I understand the question. I wrote that it's a matrix with constant entries; that doesn't leave anything to construct. All you need is the constant value $c$ of the entries, and you can get the admissible interval for that by requiring that $\lVert Ae_i\rVert=c\sqrt n\le1$ and $\lVert Az\rVert/\lVert z\rVert=cn\gt1$.
22h
revised Generalized nontransitive dice
added note about question 3