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Five-year degree in Mathematics - 300 minimal credits

COMPLEMENTOS DE FORMACIÓN DESDE DIP.ESTADÍSTICA - 24 credits
Subject
Name
Credits
Type

Numerical Approximation 7,5 Obligatory

Classical Differential Geometry 9 Obligatory

Numerical Methods for Linear Algebra 10,5 Obligatory

 
Primer Ciclo de Licenciado en Matemáticas - 180 credits
Year 1 - 60 credits
Subject
Name
Credits
Type

Linear Algebra 13,5 Core subject

Single Variable Analysis 13,5 Core subject

Computer Science 10,5 Core subject

Mathematical Foundations 7,5 Obligatory

Elementary Topology I 7,5 Obligatory

Optional credits 7,5 Optional

 
Year 2 - 60 credits
Subject
Name
Credits
Type

Multilinear Algebra 6 Core subject

Multiple Variable Analysis 13,5 Core subject

Numerical Approximation 7,5 Core subject

Probability Calculus 9 Core subject

Projective and related Geometry 7,5 Core subject

Elementary Topology II 4,5 Core subject

Optional credits 6 Optional

Credits free option 6 Free option

 
Year 3 - 60 credits
Subject
Name
Credits
Type

Ordinary Differential Equations 10,5 Core subject

Mathematical statistics 9 Core subject

Classical Differential Geometry 9 Core subject

Numerical Methods for Linear Algebra 10,5 Core subject

Vector Analysis 4,5 Obligatory

Optional credits 9 Optional

Credits free option 7,5 Free option

 
Segundo Ciclo de Licenciado en Matemáticas - 120 credits
Year 4 - 60 credits
Subject
Name
Credits
Type

Algebra 10,5 Core subject

Functional analysis 6 Core subject

Numerical Calculus 10,5 Core subject

Partial Derivative Equations 7,5 Core subject

Topology 4,5 Core subject

Complex Analysis 9 Core subject

Differential Manifolds 6 Core subject

Optional credits 6 Optional

 
Year 5 - 60 credits
Subject
Name
Credits
Type

Optional credits 43,5 Optional

Credits free option 16,5 Free option

        
Optionals
Primer Ciclo de Licenciado en Matemáticas - 22,5 credits
Spherical Astronomy
Real Analysis Supplements
Numerical Approximation Supplements
Numerical Algebra Domains
Finite Difference Equations
Elements of Algebra. Applications
Geometric Structure of Space and Time
Astronomy and Astrophysics Fundamentals
Physics Fundamentals
Low Dimension Geometry and Topology
Mathematical Logic
Linear Programming
Spherical Astronomy
Real Analysis Supplements
Numerical Approximation Supplements
Numerical Algebra Domains
Finite Difference Equations
Elements of Algebra. Applications
Geometric Structure of Space and Time
Astronomy and Astrophysics Fundamentals
Physics Fundamentals
Low Dimension Geometry and Topology
Mathematical Logic
Linear Programming
Spherical Astronomy
Real Analysis Supplements
Numerical Approximation Supplements
Numerical Algebra Domains
Finite Difference Equations
Elements of Algebra. Applications
Geometric Structure of Space and Time
Astronomy and Astrophysics Fundamentals
Physics Fundamentals
Low Dimension Geometry and Topology
Mathematical Logic
Linear Programming
Segundo Ciclo de Licenciado en Matemáticas - 49,5 credits
Elective Credits
Elective Credits
Elective Credits
Commutative Algebra
Homological Algebra
Computational Linear Algebra
Fourier Analysis
Nonlinear Functional Analysis
Functional Analysis Supplements
Cosmology
Dynamics of Stellar Systems
Spatial and Environmental Statistics
Philosophy of Mathematics
Fluid Physics
Preparatory Course for the Mathematics Degree
Fractals
Riemannian Geometry
Lie Groups
Singular Homology
Bayesian Inference
Inference and Decision
Theoretical Mechanics
Numerical Methods for Equations in Partial Derivatives
Variational Methods for Elliptic Contour Problems
Mathematical Models in Physics
Probability and Stochastic Processes
Linear Programming
NonLinear Programming
Relativity
Group Representation and Characteristics
Singularities of Differentiable Applications
Dynamic systems. Qualitative Theory
Observational Astrophysics Techniques
Management Operating Techniques
Theory of Distributions
Theory of Functions
Graph Theory
Group Theory
Demonstration Theory
Measure Theory
Commutative Algebra
Homological Algebra
Computational Linear Algebra
Fourier Analysis
Nonlinear Functional Analysis
Functional Analysis Supplements
Cosmology
Dynamics of Stellar Systems
Spatial and Environmental Statistics
Philosophy of Mathematics
Fluid Physics
Preparatory Course for the Mathematics Degree
Fractals
Riemannian Geometry
Lie Groups
Singular Homology
Bayesian Inference
Inference and Decision
Theoretical Mechanics
Numerical Methods for Equations in Partial Derivatives
Variational Methods for Elliptic Contour Problems
Mathematical Models in Physics
Probability and Stochastic Processes
Linear Programming
NonLinear Programming
Relativity
Group Representation and Characteristics
Singularities of Differentiable Applications
Dynamic systems. Qualitative Theory
Observational Astrophysics Techniques
Management Operating Techniques
Theory of Distributions
Theory of Functions
Graph Theory
Group Theory
Demonstration Theory
Measure Theory