To: johnnyb_61820
I just scanned the paper, and of course, there is no "longstanding flaw" in elementary calculus. The authors come up with a notation for second (and higher) derivatives that allows elementary calculus formulas to be manipulated in a straightforward way. I'm not saying it's not interesting, and maybe even useful, but they haven't found a "flaw" in calculus. This new notation may even find its way into high school and college calculus courses.
11 posted on
04/11/2019 1:35:02 PM PDT by
thesharkboy
(Charter member of the Basket of Deplorables)
To: thesharkboy
I think this, from the second paragraph, is a reasonable statement: "The flaw they discovered is one of notation. Now, you may be thinking, how can notation be wrong? Well, notation can be wrong when it implies untrue things"
12 posted on
04/11/2019 1:55:51 PM PDT by
NobleFree
("law is often but the tyrant's will, and always so when it violates the right of an individual")
To: thesharkboy
For ten posts I thought I had an excuse for calculus being difficult for me.
I guess dyslexia will still have to do.
17 posted on
04/11/2019 2:23:25 PM PDT by
Cold Heart
(Democrats, the tyranny of the masses)
To: thesharkboy
Yep, NO flaw found here, either, and I use calculus in my job as an engineer. Who thinks dy/dx is a fraction?
21 posted on
04/11/2019 2:59:15 PM PDT by
backwoods-engineer
(Enjoy the decline of the American empire.)
To: thesharkboy
I doubt it...it seems a whole lot more awkward.
I was trying to derive it by the derivative of the quotient but it doesn’t seem to work for me.
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