This is not your average campus tour! We’ll explore the winding basements, the towering Green Building and some of the wackier elements of the architecture around MIT. I’ll be taking you on a tour of a lot of the stranger places around campus as well as some of the prettiest sights. Be prepared to walk!

This is not your average campus tour! We’ll explore the winding basements, the towering Green Building and some of the wackier elements of the architecture around MIT. I’ll be taking you on a tour of a lot of the stranger places around campus as well as some of the prettiest sights. Be prepared to walk!

This is not your average campus tour! We’ll explore the winding basements, the towering Green Building and some of the wackier elements of the architecture around MIT. I’ll be taking you on a tour of a lot of the stranger places around campus as well as some of the prettiest sights. Be prepared to walk!

This is not your average campus tour! We’ll explore the winding basements, the towering Green Building and some of the wackier elements of the architecture around MIT. I’ll be taking you on a tour of a lot of the stranger places around campus as well as some of the prettiest sights. Be prepared to walk!

The electoral college isn't the best way to go about it, but neither is plurality, necessarily. We'll be taking a look at a variety of voting systems: Condorcet, Borda count, instant-runoff, approval voting, just to name a few. We'll examine real situations where they have been instituted, and hypothetical examples where they could be instituted while keeping in mind certain basic characteristics that we want the system to maintain:Independence of irrelevant alternatives,transitivity criterion, unanimity criterion, non-dictatorship. Finally, we'll prove Arrow's impossibility theorem that shows that no voting system can meet our basic requirements! While this is a mathematically deep subject, we'll be keeping the math relatively simple and clear for the purposes of this class.

Given a polygon, or few, a couple of side lengths, an angle here or there, can you find x? We'll look at how to take advantage of similar triangles and isosceles triangles, and when and how to find the "missing line".

This is not your average campus tour! We'll explore the winding basements, the towering Green Building and some of the wackier elements of the architecture around MIT. I'll be taking you on a tour of a lot of the stranger places around campus as well as some of the prettiest sights. Be prepared to walk!

Work individually and in groups on challenging math problems. We'll look at AMC, HMMT, ARML, etc. problems. Don't worry if you don't think you're very good or even if you've never heard of those acronyms. Most of the class will be spent problem solving, as opposed to taking formal lessons. Come prepared to learn, discover, and have fun!

Work individually and in groups on challenging math problems. We'll look at AMC, HMMT, ARML, etc. problems. Don't worry if you don't think you're very good or even if you've never heard of those acronyms. Most of the class will be spent problem solving, as opposed to taking formal lessons. Come prepared to learn, discover, and have fun!

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