Mathematics

Algebraic geometry 50: The degree of a projective variety

Algebraic geometry 49: Hilbert polynomials

Algebraic geometry 48: Newton's rotating ruler

Sherali--Adams Proof System || @ CMU || Lecture 21b of CS Theory Toolkit

Calculus: What is zero to the power of zero?

Algebraic geometry 47: Resolution of curve singularities

History of science 7: Did Witt discover the Leech lattice?

History of science 6: The Monty Hall problem

Algebraic geometry 46: Examples of Hurwitz curves

Algebraic geometry 45: Hurwitz curves

Algebraic geometry 44: Survey of curves

Algebraic geometry 43: Proper maps

Algebraic geometry 42: Resultants

Algebraic geometry 41: Completions

algebraic geometry 40 Examples of resolutions

algebraic geometry 39 Du Val singularities

algebraic geometry 36 The Atiyah flop

Solving the Max-Cut SDP || @ CMU || Lecture 19c of CS Theory Toolkit

algebraic geometry 35 More on blow ups

algebraic geometry 34 Blowing up a point

The Ellipsoid Algorithm || @ CMU || Lecture 19a of CS Theory Toolkit

algebraic geometry 33 Rationality of cubic surfaces

algebraic geometry 32 Elliptic functions and cubic curves

algebraic geometry 31 Rational maps

Puissance d'un test statistique et taille d'échantillon

Statistical Power and Sample Size

Monstrous moonshine

algebraic geometry 30 The Ax Grothendieck theorem

algebraic geometry 29 Automorphisms of space

algebraic geometry 28 Products of projective varieties

algebraic geometry 27 The twisted cubic

algebraic geometry 26 Affine algebraic sets and commutative rings

Zeno's Paradoxes and Mathematics - Ep. 3.7: The instant of change

Zeno's Paradoxes and Mathematics - Ep. 3.4: The Russellian account of motion

Zeno's Paradoxes and Mathematics - Ep. 3.3: Why infinitesimals were banished from mathematics

Zeno's Paradoxes and Mathematics - Ep. 3.2: What is an infinitesimal?

Zeno's Paradoxes and Mathematics - Ep. 3.1: Zeno's paradoxes

Max-st-Flow is an LP || @ CMU || Lecture 18a of CS Theory Toolkit

algebraic geometry 25 Morphisms of varieties

algebraic geometry 24 Regular functions

Linear Programming: Optimization Reduces to Feasibility || @ CMU || Lecture 17d of CS Theory Toolkit