File:Analytic4thAckermannFunction00.jpg: Difference between revisions
imported>Dmitrii Kouznetsov No edit summary |
imported>Caesar Schinas m (Bot: Replace Template:Image_notes_* with Template:Image_Details) |
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{{ | {{Image_Details | ||
| | |description = 4th Ackermann function <math>f=A(4,z)</math> at the complex <math>~z</math>plane. | ||
Grid covers the range ( | Grid covers the range ( | ||
<math>-10 \le \Re(z) \le 10</math>, | <math>-10 \le \Re(z) \le 10</math>, | ||
| Line 7: | Line 7: | ||
<math>\Re(f)</math> and those of integer | <math>\Re(f)</math> and those of integer | ||
<math>\Im(f)</math> are shown with thick lines. | <math>\Im(f)</math> are shown with thick lines. | ||
| | |author = Dmitrii Kouznetsov | ||
| | |copyright = Dmitrii Kouznetsov | ||
| | |source = self-made | ||
| | |date-created = 2008 | ||
| | |pub-country = Japan | ||
| | |notes = | ||
| | |versions = http://en.wikipedia.org/wiki/Image%3AAckermannComplexFig2a.jpg | ||
}} | }} | ||
{{attribution}} | {{attribution}} | ||
Revision as of 03:35, 22 June 2009
| Title / Description
|
4th Ackermann function at the complex plane.
Grid covers the range ( , ). Levels of integer values of and those of integer are shown with thick lines. |
|---|---|
| Author(s)
|
Dmitrii Kouznetsov |
| Copyright holder
|
Dmitrii Kouznetsov See below for license/re-use information. |
| Source
|
self-made |
| Date created
|
2008 |
| Country of first publication
|
Japan |
| Notes
|
You can edit this page and add notes here which may be useful to people who wish to re-use this media. |
| Other versions
|
http://en.wikipedia.org/wiki/Image%3AAckermannComplexFig2a.jpg |
| Using this image on CZ
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This media, Analytic4thAckermannFunction00.jpg, is copyrighted but may be reused
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