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seen Oct 17 at 16:59

Ascetic devoted to mathematics

MathJax basic tutorial and quick reference


Oct
10
awarded  Nice Answer
Sep
30
awarded  Explainer
Sep
24
awarded  Autobiographer
Sep
20
awarded  Talkative
Sep
14
awarded  Nice Answer
Sep
10
accepted Is the function $f(n)=\begin{cases} 0,& \text{If $CH$} \\ 1,& \text{If $\lnot CH$} \end{cases}$ $\mu$-recursive?
Sep
10
comment Is the function $f(n)=\begin{cases} 0,& \text{If $CH$} \\ 1,& \text{If $\lnot CH$} \end{cases}$ $\mu$-recursive?
opps! ok, thank you
Sep
10
reviewed Approve suggested edit on Is the function $f(n)=\begin{cases} 0,& \text{If $CH$} \\ 1,& \text{If $\lnot CH$} \end{cases}$ $\mu$-recursive?
Sep
10
asked Is the function $f(n)=\begin{cases} 0,& \text{If $CH$} \\ 1,& \text{If $\lnot CH$} \end{cases}$ $\mu$-recursive?
Aug
23
accepted If $f\tau$ is continuous for every path $\tau$ in $X$, is $f:X\rightarrow Y$ continuous?
Aug
22
awarded  Pundit
Aug
11
awarded  Popular Question
Jul
18
accepted Solutions to the PDE :$2V\frac{\partial I}{\partial V}+2W\frac{\partial I}{\partial W}=I$
Jul
17
awarded  Nice Question
Jul
17
awarded  Popular Question
Jul
16
accepted An integral domain with the factorization property and gcd for every two elements is a UFD
Jul
16
comment An integral domain with the factorization property and gcd for every two elements is a UFD
OH I was a little confused. Thans for your answer.
Jul
16
comment An integral domain with the factorization property and gcd for every two elements is a UFD
Hi. Why is $(ab,pb)=(a,p)b$ ?
Jul
16
comment An integral domain with the factorization property and gcd for every two elements is a UFD
@Mathmo123 I also don't see while 3) implies 2)
Jul
16
revised An integral domain with the factorization property and gcd for every two elements is a UFD
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