Mathematics

The complete journey, from high school calculus to graduate analysis.

A complete mathematics track in four stages: the high school foundation (algebra, functions, probability), the rigor of preparatory classes (linear algebra, real analysis), the abstraction of undergraduate studies (groups, topology, complex analysis, Lebesgue) and graduate specialization (functional analysis, PDEs, optimization, information theory).

For Anyone learning or relearning mathematics: from beginners consolidating high school level to researchers and engineers seeking advanced tools, notably for artificial intelligence.

38 courses

High school 7 courses

01 Logic, sets and proofs

Foundations
02 Combinatorics and counting

Foundations Coming soon
03 Vectors and analytic geometry

Linear algebra Coming soon
04 Sequences and limits

Real analysis Coming soon
05 Continuity and differentiation

Real analysis Coming soon
06 Discrete probability

Probability and statistics Coming soon
07 Euclidean and affine geometry

Geometry Coming soon

Preparatory class 10 courses

01 Integer arithmetic

Abstract algebra Coming soon
02 Polynomials and rational fractions

Abstract algebra Coming soon
03 Linear systems and matrices

Linear algebra Coming soon
04 Vector spaces and linear maps

Linear algebra Coming soon
05 Eigenvalues and diagonalization

Linear algebra Coming soon
06 Numerical series

Real analysis Coming soon
07 Riemann integration

Real analysis Coming soon
08 Ordinary differential equations

Differential equations Coming soon
09 Metric spaces and topology

Topology Coming soon
10 Random variables and continuous laws

Probability and statistics Coming soon

Bachelor 13 courses

01 Group theory

Abstract algebra Coming soon
02 Rings and fields

Abstract algebra Coming soon
03 Number theory and cryptography

Number theory Coming soon
04 Euclidean spaces and SVD

Linear algebra Coming soon
05 Sequences and series of functions

Real analysis Coming soon
06 Multivariable calculus

Differential calculus Coming soon
07 Complex analysis

Complex analysis Coming soon
08 Measure and Lebesgue integration

Measure theory Coming soon
09 Projective geometry

Geometry Coming soon
10 Limit theorems

Probability and statistics Coming soon
11 Inferential statistics

Statistics Coming soon
12 Numerical analysis

Numerical methods Coming soon
13 Graph theory

Graph theory Coming soon

Master 8 courses

01 Partial differential equations

Differential equations Coming soon
02 Hilbert and Banach spaces

Functional analysis Coming soon
03 Curves, surfaces and manifolds

Differential geometry Coming soon
04 Markov chains

Probability and statistics Coming soon
05 Bayesian statistics

Statistics Coming soon
06 Convex optimization

Optimization Coming soon
07 Stochastic optimization

Optimization Coming soon
08 Information theory

Information theory Coming soon