Re: Are physics cranks employed?

Androcles:

I did scan two translations of his papers--and did find something
similiar to your equation 2AB/(t'A-tA). Perhaps the translation
equation and yours are the same--there appeared to be some difference
though.

I didn't see the f ' (x) equation that you show on the website you
gave--but it may be in the 1905 papers also. To me, the f ' (x)
equation on your website doesn't seem to fit what I would expect a
derivative of f(x) to be by general definition.

Best Wishes,

Tut

.

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