This is a proposal for a workshop. It may or may not happen depending on the level of interest. If you are interested, feel free to indicate so (by email or comments).
Description:
Assume(*) that any system for solving large difficult learning problems must decompose into repeated use of basic elements (i.e. atoms). There are many basic questions which remain:
- What are the viable basic elements?
- What makes a basic element viable?
- What are the viable principles for the composition of these basic elements?
- What are the viable principles for learning in such systems?
- What problems can this approach handle?
Hal Daume adds:
- Can composition of atoms be (semi-) automatically constructed[?]
- When atoms are constructed through reductions, is there some notion of the “naturalness” of the created leaning problems?
- Other than Markov fields/graphical models/Bayes nets, is there a good language for representing atoms and their compositions?
The answer to these and related questions remain unclear to me. A workshop gives us a chance to pool what we have learned from some very different approaches to tackling this same basic goal.
(*) As a general principle, it’s very difficult to conceive of any system for solving any large problem which does not decompose.
Plan Sketch:
- A two day workshop with unhurried presentations and discussion seems appropriate, especially given the diversity of approaches.
- TTI-Chicago may be able to help with costs.
The above two points suggest having a workshop on a {Friday, Saturday} or {Saturday, Sunday} at TTI-Chicago.