NSF Project Ideas
From enfascination
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#What are outstanding problems with the application of the oscillators to design goals? | #What are outstanding problems with the application of the oscillators to design goals? | ||
#How do I fake group theory? | #How do I fake group theory? | ||
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+ | ===Leads:=== | ||
+ | Here are some papers that I wasn't able to get my hands on | ||
+ | Title: Periodic dynamics of coupled cell networks II: cyclic symmetry | ||
+ | Author(s): Stewart I, Parker M | ||
+ | Source: DYNAMICAL SYSTEMS-AN INTERNATIONAL JOURNAL Volume: 23 Issue: 1 Pages: 17-41 Published: MAR 2008 | ||
+ | |||
+ | Title: Learning to move in modular robots using central pattern generators and online optimization | ||
+ | Author(s): Sproewitz A, Moeckel R, Maye J, et al. | ||
+ | Source: INTERNATIONAL JOURNAL OF ROBOTICS RESEARCH Volume: 27 Issue: 3-4 Pages: 423-443 Published: MAR 2008 |
Latest revision as of 05:32, 30 September 2008
- Most generally I am looking at the analysis and design of distributed systems, as well as their comparison to centralized systems.
- Less generally I am looking at multilegged robot locomotor schemes
- Presently I am looking at coupled oscillators. Literature is emerging investigating them as robotic design elements. There is also quite a bit of literature analyzing them.
- Relevent researchers right now are Golubitsky, Stewart and Ijspeert, the salamander guy. The Japanese are good for applications.
- Less generally I am looking at multilegged robot locomotor schemes
Questions:
- What will my work be?
- What is meant by CPG now that there is literautre describing them as networks of coupled oscillators. How central is that?
- In how literal a sense did the Golubitsky Collins work describe 'modules' and how has that insight been applied to robotic applications
- In what way are coupled oscillators suggesting a design methodology?
- How can I compare these schemes to centralized equivalents? Can I model them as their centralized equivalents (insofar as the limit cycle is an ideal around which they oscillate). Does that even mean anything?
- What are outstanding problems with the application of the oscillators to design goals?
- How do I fake group theory?
Leads:
Here are some papers that I wasn't able to get my hands on
Title: Periodic dynamics of coupled cell networks II: cyclic symmetry Author(s): Stewart I, Parker M Source: DYNAMICAL SYSTEMS-AN INTERNATIONAL JOURNAL Volume: 23 Issue: 1 Pages: 17-41 Published: MAR 2008
Title: Learning to move in modular robots using central pattern generators and online optimization Author(s): Sproewitz A, Moeckel R, Maye J, et al. Source: INTERNATIONAL JOURNAL OF ROBOTICS RESEARCH Volume: 27 Issue: 3-4 Pages: 423-443 Published: MAR 2008