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A minor point: it's "the Newton equation" or "Newton's equation", but not "the Newton's equation" (in the same way that one could write "the Eisenhower presidency" or "Eisenhower's presidency", but not "the Eisenhower's presidency").
Everyone trying to pressure these people into having children, apparently.
A covariant object transforms like the gradient of a scalar.
> Best Practice has been established. It's ridiculous to try and reinvent the wheel.
> It's simple if Paris wants it to be.
If the author thinks that the understanding of "Best Practice" is substandard, maybe he should post a link to what he means, instead of leaving the term undefined and then acting smug about it.
Googling "Best Practice bicycle" returns a number of documents from different cities. It's unclear which of these (if any) correspond to the author's idea of "best practice" for cycling infrastructure.
I did find a post by the same author (http://www.copenhagenize.com/2013/04/the-copenhagenize-bicyc...) which advertises itself as a "planning guide", but is actually just a poster made by someone who was apparently more interested in graphic design than in actually conveying information.
So what should the BBC headline read, then? "We're running out of antibiotics, but surely some clever person will think of something!"?
To my mind, we should take this as a lesson that the notion of analogue systems (e.g., using results from fluid dynamics to make statements about gravitation) is bogus. The ether episode seems to indicate that if we want to make statements about gravitational Hawking radiation, we need to do tests on a system where the gravitational dynamics are important (e.g., a black hole), not an unrelated system that just happens to be governed by an identical set of equations in some regime.
Another example of people incorrectly conflating properties of an analogue system with the real system of interest is the Nature monopole paper: http://www.nature.com/nature/journal/v505/n7485/full/nature1... The actual result contained in the paper is that you can make a BEC whose vorticity field has regions of nonzero divergence. It is mathematically similar to (but fundamentally unrelated to) actual magnetic monopoles. Nonetheless, the paper contains the phrase "Dirac monopoles" in the title and then spends half the abstract talking about actual magnetic monopoles, as if the result is somehow relevant to actual magnetic monopole searches (which it isn't).