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16.410/16.413  Principles of Autonomy and Decision Making

Fall 2008

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The world as seen by Talos, the MIT entry to the 2007 DARPA Urban Challenge, a race for autonomous ground vehicles.

Instructor: Emilio Frazzoli

TAs: Thomas John Temple, Kyle Ballantyne Treleaven

Lecture:  MW10.30-12  (33-418)        

Course description: 

Survey of reasoning, optimization and decision making methodologies for creating highly autonomous systems and decision support aids. Focus on principles, algorithms, and their application, taken from the disciplines of artificial intelligence and operations research. Reasoning paradigms include logic and deduction, heuristic and constraint-based search, model-based reasoning, planning and execution, and machine learning. Optimization paradigms include linear programming, integer programming, and dynamic programming. Decision-making paradigms include decision theoretic planning, and Markov decision processes.

The graduate-level version of the course includes additional material on reasoning under uncertainty and machine learning, including hidden Markov models, graphical models and Bayesian networks, computational learning theory, reinforcement learning, decision tree learning and support vector machines. Assignments include the application of autonomy algorithms to practical aerospace systems, as well as more advanced programming assignments.

Announcements

PS11 solutions

I hope studying is going well.
I've posted some solutions to Problem Set 11.
I'll see you tomorrow!

Announced on 14 December 2008  5:25  p.m. by Thomas Temple

Review session Wednesday

I'll be holding a review session and answering questions on Wednesday from 10:30-12 in room 33-419.
I will also be holding regular office hours on Tuesday.
Tom

Announced on 08 December 2008  11:04  a.m. by Thomas Temple

Review session Monday

I'll hold a review session today from 10:30-12 today in 33-419.

Announced on 08 December 2008  9:31  a.m. by Thomas Temple

PS11 extension and hint

PS11 is hereby extended to be due at the last possible moment on Friday.

For problem 1, if you're having difficulty with any derivations, let me suggest
1) using a symbolic integrator like MATLAB, MAPLE, TI89
2) referring to this useful tidbit from wikipedia that relates the joint and conditional densities of correlated gaussian distributions.

Announced on 01 December 2008  12:13  p.m. by Thomas Temple

PS11 posted, due 12/3

To reduce the amount of work over Thanksgiving, we're going to hand this out now, even though we've only covered enough material for Problem 1.  After Monday, you should be able to do Problems 2 and 3, leaving only Problem 4 (which I did under time presure back in 'ought-four) for after the holiday.

Tom

Announced on 22 November 2008  5:47  p.m. by Thomas Temple

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