Hi Kacper,
thanks, fixed in SVN 642.
/// Jürgen
On 06/30/2015 01:13 AM, Kacper Gutowski
wrote:
There is a number of problems with circle functions.
Inverse trigonometric and hyperbolic functions ¯1 ¯2 ¯6 ¯7
as well as function 0 are not properly extended to complex
values when given argument is real; they work correctly with
real-valued complex cells:
0 ¯1 ¯2 ¯6 ¯7 ∘.○ ¯2 ¯2J0
0.000000000 0J1.732050808
0.000000000 ¯1.570796327J1.316957897
0.000000000 3.141592654J1.316957897
0.000000000 1.316957897J3.141592654
0.000000000 ¯0.5493061443J1.570796327
Function ¯4 is incorrect for complex numbers. It's a simple
programming error as it falls though to computing function
¯3 and returns that instead; it's correct for real cells:
¯4 ¯3 ∘.○ 1 1J0
0 0.7853981634
0.7853981634 0.7853981634
Functions 8 and ¯8 seem to choose different branches for
real and complex cells. I'm not sure which is correct but
it can't be both.
8○ 1 1J0
0J¯1.414213562 0J1.414213562
Finally, function 12, i.e. arc, always returns zero for
real cells. It should give ○1 for negative real numbers.
-k
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