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Tau Day: An Even More Fundamental Holiday Than Pi Day

#1 User is offline   PCWorld 

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Posted 28 June 2011 - 01:56 PM

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#2 User is offline   Sebastianialq 

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  Posted 28 June 2011 - 02:44 PM

Tau = Tau is... a tautology
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#3 User is offline   RummanWaqary7tx 

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  Posted 28 June 2011 - 03:28 PM

We can eat pie on the pie day, but what are we gonna eat on the Tau day ... that's one big problem
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#4 User is offline   ArmandoRodriguez 

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Posted 28 June 2011 - 04:58 PM

View PostRummanWaqary7tx, on 28 June 2011 - 03:28 PM, said:

We can eat pie on the pie day, but what are we gonna eat on the Tau day ... that's one big problem


According to Google Images: we may not get to eat pie, but we do get pretty sweet mechs (http://kofler.dot.at...Battlesuits.gif).
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#5 User is offline   Yargs 

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Posted 28 June 2011 - 05:07 PM

View PostSebastianialq, on 28 June 2011 - 02:44 PM, said:

Tau = Tau is... a tautology


But iTaut(iTau) = a(Puddytat).
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#6 User is offline   StephenPopeird3 

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  Posted 02 July 2011 - 12:40 PM

Perhaps tau is a better choice of constant than pi, but if the mathematicians really want to correct a glaring mistake, they need to revise linear algebra such that the indices of rows and columns start at zero rather than one.
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#7 User is offline   SarahGerweck 

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Posted 01 April 2012 - 03:05 AM

View PostStephenPopeird3, on 02 July 2011 - 12:40 PM, said:

Perhaps tau is a better choice of constant than pi, but if the mathematicians really want to correct a glaring mistake, they need to revise linear algebra such that the indices of rows and columns start at zero rather than one.

I agree, because everybody starts counting "zero, one, two." I think the software engineers are wrong on this one, and just because we build ordinals from {} doesn't convince me otherwise. A 1x1 matrix can have 1 and has elements in the first position in each direction....

(In all seriousness, I think there are some examples from software engineering that quite illuminate the issue. The zero-based representation is quite handy when you want to do things like slice a string. Substring(x, 0, 1) gives you the first character. The zero-based ordinals fall between the actual elements. This is quite handy, but still argues for one-based indices when you are trying to describe the elements themselves.)
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#8 User is offline   MarnixKlooster 

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Posted 12 June 2012 - 12:02 PM

View PostRummanWaqary7tx, on 28 June 2011 - 03:28 PM, said:

We can eat pie on the pie day, but what are we gonna eat on the Tau day ... that's one big problem

I would think that is obvious: two pies... :-)
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