(-8)^(1/3)
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On 2004-11-15T09:05:53+00:00 Frank-l wrote:
Hi,
it's the same problem as described in Issue 24271. Therefore I close this one as
double.
Frank
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Title:
=(-8)^(1/3)
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=(-8)^(1/3)
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/universe i386 Packages
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** Changed in: df-libreoffice
Status: Unknown = New
** Changed in: df-libreoffice
Importance: Unknown = Medium
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** Also affects: libreoffice (Ubuntu)
Importance: Undecided
Status: New
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Title:
=(-8)^(1/3)
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** Changed in: openoffice
Status: Unknown = Confirmed
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Thanks for your bug report, I have tested this under Ubuntu 8.04 with
openoffice 2.4.1 and I can confirm this happens, please find attached a
screenshot of this occurring.
** Attachment added: Screenshot.png
http://launchpadlibrarian.net/18086472/Screenshot.png
** Changed in: openoffice.org
FWIW, this works correctly in Excel. I'll forward this upstream when I
get home tonight.
** Changed in: openoffice.org (Ubuntu)
Importance: Undecided = Low
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** Tags added: ooo-calc
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** Bug watch added: OpenOffice.org Issue Tracker #94487
http://qa.openoffice.org/issues/show_bug.cgi?id=94487
** Also affects: openoffice via
http://qa.openoffice.org/issues/show_bug.cgi?id=94487
Importance: Unknown
Status: Unknown
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This is reported upstream
** Changed in: openoffice
Bugwatch: OpenOffice.org Issue Tracker #94487 = OpenOffice.org Issue
Tracker #37129
** Changed in: openoffice.org (Ubuntu)
Status: Confirmed = Triaged
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You received this bug
Here is an algorithm that gives you the smallest denominator of a floating
number written in the form of fraction.
with that you can solve the problem even if in the calculation of x ^
(n / m), n / m is transformed into a floating because you can
find something iteration.
I use that frac
Le vendredi 05 septembre 2008 à 08:14 +, Fournier Frédéric a écrit :
Here is an algorithm that gives you the smallest denominator of a floating
number written in the form of fraction.
with that you can solve the problem even if in the calculation of x ^
(n / m), n / m is transformed
no, what should be done on a mathematical point of view, if you want to
calculate x ^ (n / m), is to do a test of parity on m:
if m is even then if x 0 I can not calculate x ^ (n / m) because
complex
if m is odd then if X 0 then the calculation becomes (-x) ^ (n / m)
Apply this method
Le jeudi 04 septembre 2008 à 17:58 +, Fournier Frédéric a écrit :
no, what should be done on a mathematical point of view, if you want to
calculate x ^ (n / m), is to do a test of parity on m:
if m is even then if x 0 I can not calculate x ^ (n / m) because
complex
if m is odd then
Public bug reported:
Binary package hint: openoffice.org
= Valeur!
h???
=(-8)^(1/3)=-2
sorry je ne parle pas anglais...
** Affects: openoffice.org (Ubuntu)
Importance: Undecided
Status: New
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You received this
Whats wrong with '(-8)^(1/3)=-2'?
If you work back the other way (ie '(-2)^3'), we get (-2)*(-2)*(-2)=-8,
so this is correct
** Changed in: openoffice.org (Ubuntu)
Status: New = Incomplete
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You received this bug notification because
it just me references: value and not -2
translated by Google
Le mercredi 03 septembre 2008 à 14:56 +, Chris Coulson a écrit :
Whats wrong with '(-8)^(1/3)=-2'?
If you work back the other way (ie '(-2)^3'), we get (-2)*(-2)*(-2)=-8,
so this is correct
** Changed in: openoffice.org
I understand now! I can confirm this behaviour too, but I want to see if
it is a documented limitation of the software.
** Changed in: openoffice.org (Ubuntu)
Status: Incomplete = New
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You received this bug notification because you are
I'm not an expert on computer arithmetic, but I would guess that this
can only be solved using symbolic algebra, or by storing rational
numbers as rationals, or by using complex arithmetic. Openoffice.org
most likely uses plain floating point arithmetic, so cannot solve
this.
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