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What research in the area is like


Improve on prior work: Problem pre-specified but solutions so far not fully satisfying. E.g., algorithms & hardness results for classic problems.

Develop new models: Given phenomena or application that's not well understood, develop new model/framework/criteria for understanding key issues, explaining observations.
Day to day (Avrim+Gary say):
Working together on the board. Lots of collaborative work -- not just with your advisor.

Bringing A and B together.

Lots of interesting relationships: ML - crypto - complexity - approximations

Ups and downs. Watch out for "obvious but false"

Success, new insight -- feels great!
What really distinguishes theory from other areas?

1. The people

Aesthetics
Problem Solving
Mathematical aptitude
A willingness to accept an imperfect model
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