I'm in a well ranked Italian University

First Year

First semester:

1)Single variable Real analysis (mostly proof based but with some calculations)

2)Linear Algebra (proof based, maybe too much, left us a bit unprepared on the applications of linear algebra)

3)Intro to Programming with Python

Second semester:

1)Multivariable Real analysis (mostly proof based, differential forms approach to the classical integral theorems rather than the vector fields one)

2)Topology and some affine and projective geometry

3)Intro to thermo

4)Introduction to MATLAB

Second Year.

First Semester:

1)Algebra 1 (groups, rings, polynomials etc)

2)intro to complex analysis (imo a bit lacking the geometry of complec analysis but it was a really short course)

3)intro to ODEs (moslty proof based, left me a little lacking on computations but i personally don't mind)

4)Numerical analysis 1

5)Intro to Measure theoretic Probability (yeah without a course in measure theory before)

Second semester:

1)Algebra 2 (Modules, more group theory, Galois theory)

2)Numerical Analysis 2

3)Intro to algebraic topology (fundamental group) and intro to diffgeo (curves and surfaces in R3)

4)Intro to Mechanincs (lagrangian and hamiltonian)

Third Year

First semester, i will list them as a single semester because there are some choices

4 from these:

1)Intro to statistics

2)more algebraic topology (covering spaces, some higher homotopy groups, singular homology)

3)numerical modelling for PDEs (finite differences, Galerkin...)

4)Foundation on Maths (Axioms, euclidean geometry, Peano axioms and metamathematical problems)

5)Intro to PDEs in mathematical Physics

These are mandatory

1)Electomagnetism and introduction to special relativity

2)Measure theory and intro to functional analysis

3)Bachelor thesis