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* Position of prime for derivatives
@ 2017-05-17  6:35 Otared Kavian
  2017-05-17 15:17 ` Hans Hagen
  0 siblings, 1 reply; 28+ messages in thread
From: Otared Kavian @ 2017-05-17  6:35 UTC (permalink / raw)
  To: mailing list for ConTeXt users

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Hi Hans,

Thanks for having fixed the behavior of the prime in the latest beta release (ConTeXt  version 2017.05.15 21:48).
However, as you may see in the two attached PDF files, the result is still incorrect when one types for example $f_2’’(x)$, which should give the same result as $f’’_2(x)$.
The correct behaviour is that obtained with mkii. Indeed one can circumvent the behaviour of the latest beta release of mkiv by using tricks such as the ones in the example code below, but this should be avoided in my opinion.

The following PDF have been obtained with mkii and mkiv with the following example code.
Best regards: OK

%%% begin derivatives-prime.tex
\starttext

\startformula
f''_{2}(x) = f_{2}''(x) = f^{''}_{2}(x) = f_{2}^{''}(x) % = f^{{}^{''}}_{2}(x)
\stopformula
As one may see the result of \type{f_{2}''(x) = } $f_{2}''(x)$ is not correct in \type{mkiv}. 

The following positions of the superscripts \type{(3)} are correct both in \type{mkii} and in \type{mkiv}.
\startformula
f^{(3)}_{2}(x) = f_{2}^{(3)}(x)
\stopformula

\stoptext
%%% end derivatives-prime.tex


[-- Attachment #2: derivatives-prime-mkii.pdf --]
[-- Type: application/pdf, Size: 75155 bytes --]

[-- Attachment #3: derivatives-prime-mkiv.pdf --]
[-- Type: application/pdf, Size: 14023 bytes --]

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^ permalink raw reply	[flat|nested] 28+ messages in thread

end of thread, other threads:[~2017-06-08 17:21 UTC | newest]

Thread overview: 28+ messages (download: mbox.gz / follow: Atom feed)
-- links below jump to the message on this page --
2017-05-17  6:35 Position of prime for derivatives Otared Kavian
2017-05-17 15:17 ` Hans Hagen
2017-05-18  7:12   ` Otared Kavian
2017-05-18  7:50     ` Mikael P. Sundqvist
2017-05-20 13:33       ` Mikael P. Sundqvist
2017-05-20 17:32         ` Mikael P. Sundqvist
2017-05-21  6:14           ` Mikael P. Sundqvist
2017-05-21 20:29             ` Otared Kavian
2017-05-22  6:51               ` Mikael P. Sundqvist
2017-05-22  7:50                 ` Otared Kavian
2017-05-23  9:58                   ` Mathias Schickel
2017-05-23 15:02                     ` Mikael P. Sundqvist
2017-05-25 16:59                       ` Mikael P. Sundqvist
2017-05-25 18:05                         ` Mathias Schickel
2017-06-04 17:42                           ` Mikael P. Sundqvist
2017-06-04 21:06                             ` Otared Kavian
2017-06-05 21:00                               ` Hans Hagen
2017-06-07 19:57                                 ` Mikael P. Sundqvist
2017-06-07 20:01                                   ` Mikael P. Sundqvist
2017-06-07 21:03                                   ` Hans Hagen
2017-06-08  7:52                                     ` Mikael P. Sundqvist
2017-06-08  8:17                                       ` luigi scarso
2017-06-08  8:28                                         ` Mikael P. Sundqvist
2017-06-08  8:39                                           ` Mikael P. Sundqvist
2017-06-08  8:42                                             ` luigi scarso
2017-06-08 11:14                                               ` Mikael P. Sundqvist
2017-06-08 14:29                                                 ` Aditya Mahajan
2017-06-08 17:21                                                   ` Hans Hagen

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