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Removed this example for inaccuracy:
The procedure describes the Julia set because the Madelbrot set is defined by the set of values for which the Julia set won't trend towards infinity, and Coulton describes the Julia set in this context.
The point of E = mc^2 is that mass and energy are fundamentally the same quantity. The longer equation just uses rest mass to illustrate the connection to the classical concept of momentum; neither is more "right" than the other.
Also, E_0 = m_0*c^2, the rest mass being the rest energy, just as E = mc^2 when all the mass and energy are taken into account, since mass and energy are the same thing. Likewise, the equations with the momentum and the one with the Lorentz factor ("gamma") relate the rest mass to the total energy, which is why they've got more unknowns.
Removed the following:
"* T-shirts such as this. I mean, linear equations with tangent lines? Really?
As far as I can tell, the shirt is completely legit. The linear equation is supposed to be the tangent line to the curve, not the other way around.
There was as Simpsons episode where Homer enters a portal into the "mysterious" third dimension. It's one of the Halloween episodes I think. He ends up floating in free space surrounded by formulas. These formulas all made sense and were very clever. I don't remember all of them, but one of them said "P=NP", which would answer The Greatest Question In Computer Science Ever. This could serve as one of the counterpoint examples, where the writers selected their formulas carefully.
I think that would just be a straight example. The formulas may have all made sense, but unless they had something to do with the plot, they were still just random formulas, and I'd be willing to bet that any significance wasn't intended by the writers.
Its not Enot, its m-> relativistic mass where the relatistic mass relates to the 'normal' mass mnot by the equation m = mnot times the lorentz factor, I would edit, but I obviously don't know how to use subscript.
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