The DRP has a small library of books that have been used in the past (or books we know will be good) for projects. Please see Carol Oliveira in room 203 if you'd like to check out any of these books.

*Mostly Surface* by Schwartz (1)

*Project Origami* by Hull (1)

*Spectra of Graphs* by Brower and Haemers (1)

*An Introduction to Sieve Methods and their Applications* by
Cojocaru and Murty (1)

*Three Dimensional Geometry and Topology* by Thurston (1)

*Enumerative Geometry and String Theory* by Katz (2)

*An Introduction to Stochastic Differential Equations* by
Evans (2)

*Differential Topology* by Guillemin and Pollack (1)

*Computing the Continuous Discretely* by Beck and Robins (1)

*Proofs from the Book* by Aigner and Ziegler (1)

*Introduction to Knot Theory* by Lickorish (1)

*The Knot Book* by Adams (1)

*Category Theory in Context* by Riehl (2)

*Introduction to Graph Theory* by Trudeau (2)

*Fourier Analysis* by Stein and Shakarchi (1)

*Geometry and Billiards* by Tabachnikov (1)

*Undergraduate Commutative Algebra* by Reid (1)

*Introduction to Smooth Manifolds* by Lee (2)

*The Four Pillars of Geometry* by Stillwell (2)

*An Invitation to Algebraic Geometry* by Smith et al. (2)