Re: [math-fun] Before I make a fool of myself to Wolfram Support
15 Jun
2014
15 Jun
'14
11:04 a.m.
From: Bill Gosper <billgosper@gmail.com> Subject: Re: [math-fun] Before I make a fool of myself to Wolfram ... Axel Vogt> I do not understand that Mathematica notations: do you mean cot(k*(Pi)/p)*sin(k*(Pi))/p for p = 1 ... 4, k integer? <AV
Exactly. E.g., for p=4, Out[1745]= 1/4 Cot[(k \[Pi])/4] Sin[k \[Pi]]
In[1746]:= Table[Limit[%, k -> n], {n, 0, 8}]
Out[1746]= {1, 0, 0, 0, 1, 0, 0, 0, 1}
(which certainly isn't identically 0). ... ... In any event, the following is definitely wrong:
Out[1500]= Cot[(\[Pi] x)/3] Sin[\[Pi] x]
In[1501]:= Assuming[n \[Element] Integers, Limit[%, x -> n]]
Out[1501]= 0
In[1502]:= Limit[%%, x -> 3]
Out[1502]= -3
--rwg
Maple 18 has problems with the general task as well and needs help to get it.
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Axel Vogt