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overloading variables is nothing new in math/science/engineering. Usual methods include picking a different variable to represent torsion, or appending a subscipt or superscript of some kind to differentiate between the two taus. you could also use a bar (like hbar and h in physics) or an apostrophe.


In macroeconomics, pi is commonly used to represent the rate of inflation. And, as in many fields, i is used as an iterator.

Which means that in your math, if you're assuming constant inflation, you need to deflate prices in year i by a factor of e^(i*pi).


beautiful, just beautiful.


If we're going to be decorating the tau anyway, let's do it from the outset so I don't have to figure out which tau they chose to decorate in this book/paper/whatever.


APOSTROPHE MEANS DERIVATIVE!!!!1!!!11!!!

The tau deal breaker for me is EE sinewaves, where the equation naturally uses pi, and tau is conventionally used to parameterize the function.


> APOSTROPHE MEANS DERIVATIVE!!!!1!!!11!!!

Prime means derivative; fʹ is the derivative of f, whereas either of f' or f’ is an abomination. (TeX permits the former abomination by, essentially, translating f' into f^\prime.)


I stand corrected. Perhaps we should pick a different compromise, say, tau with Unicode combining ring above: τ̊.

Edit: On Mac. Trying to do that on a Kindle Fire was ... unproductive.




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