Your rating: Now say why...
- Download Now
358 KB -
Visit Developer's Site
James Meiss
Standard Maps (StdMap) displays the dynamics of several "area preserving" mappings. It will also find periodic orbits, cantori, and stable and unstable manifolds of any (symmetric) periodic orbit.
What's New
Version 4.5:
- Updated to work better with Mac OS X 10.5
- Fixed problem with exittime if numOrbits = 0.
- Update initialization display to properly report processor speeds of > 2.14GHz
- Fixed display of "Iterate" button for stable manifold drawing
- Changed the label for the Suris Map parameter from "k" to "a"
- Fixed a bug in Curve drawing where CycleColor was not respected
- Fixed a potential crash if iterate a box was done too long
- Added warning to user if p & q are not selected to be coprime
- Disabled Print Menu items if Plot is not front window.
Version 4.5:
- Updated to work better with Mac OS X 10.5
- Fixed problem with exittime if numOrbits = 0.
- Update initialization display to properly report processor speeds of > 2.14GHz
- Fixed display of "Iterate" button for stable manifold drawing
- Changed the label for the Suris Map parameter from "k" to "a"
- Fixed a bug in Curve drawing where CycleColor was not more...
Requirements
PPC / Intel, Mac OS X 10.2 or later.
PPC / Intel, Mac OS X 10.2 or later.
Be the first to recommend a similar software title.
StdMap User Discussion (Write a Review)
Overall:
sort: smiles | time
There are currently no reviews or comments. Write a comment or review now.
There are currently no troubleshooting comments. If you are experiencing a problem with this app, please post a comment.
There are currently no ratings. Write a comment or review now.
| Downloads:2,991 |
| Version Downloads:899 |
| Type:Education : Mathematics |
| License:Free |
| Date:15 May 2008 |
| Platform:PPC / Intel |
| Price:Free |
Overall (Version 4.x): |
| Features: |
| Ease of Use: |
| Value: |
| Stability: |
-
-
-
Standard Maps (StdMap) displays the dynamics of several "area preserving" mappings. It will also find periodic orbits, cantori, and stable and unstable manifolds of any (symmetric) periodic orbit.
Copyright © 2012 MacUpdate LLC
- -