Skip to main content

Double Degree in Informatics Engineering and Mathematics (2nd edition)

  • New offer
Modality
In-person
Branch of knowledge
Engineering and Architecture
School(s)
Higher Technical Engineering School
Rúa Lope Gómez de Marzoa, s/n, 15782
Santiago de Compostela
881816700 (Conserxaría)
881816701 (Dirección)
etse.secredireccion [at] usc.gal
Faculty of Mathematics
Rúa Lope Gómez de Marzoa, s/n, 15782
Santiago de Compostela
881813219 (Conserxaría)
881813130 (Decanato)
zmatdeca [at] usc.gal
Campus
Santiago de Compostela
Imaxe representativa do grao

This Double Degree is intended to provide a strong education to future professionals, who will gather the ability and the routine in the abstract thinking as well as the logical reasoning characterised in the Mathematics along with the domain of theoretical principles and practical skills that are present in the Computer Engineering.

Duration: 6 academic years
RUCT code: 7000608
Seats number: 10

Dean or center director:
MARIA ELENA VAZQUEZ CENDON
elena.vazquez.cendon [at] usc.es

Title coordinator:
Jorge Alberto Suarez Garea
jorge.suarez.garea [at] usc.es

Use languages:
Galician, Spanish

MECES Level: 2

Coordinator university:
University of Santiago de Compostela

Partaker universities:
University of Santiago de Compostela

By educating professionals with solid understandings in both Mathematics and Computer Engineering opens up a world of possibilities where they can take advantage from many areas and, therefore, it will help to new technological changes in society.

The aim of this double Degree is intended to provide a strong education to future professionals, who will gather the ability and the routine in the abstract thinking as well as the logical reasoning characterised in the Mathematics along with the domain of theoretical principles and practical skills that are present on the Computer Engineering.

Elements of Probability and Statistics

  • G1011101
  •  
  • Basic Training
  •  
  • First Semester
  •  
  • 6 Credits

Continuity and Derivability of One Real Variable

  • G1011104
  •  
  • Basic Training
  •  
  • Second Semester
  •  
  • 6 Credits

Introduction to Mathematical Analysis

  • G1011105
  •  
  • Basic Training
  •  
  • First Semester
  •  
  • 6 Credits

Vector Spaces and Matrix Calculus

  • G1011106
  •  
  • Basic Training
  •  
  • Second Semester
  •  
  • 6 Credits

Mathematical Language, Sets and Numbers

  • G1011107
  •  
  • Basic Training
  •  
  • First Semester
  •  
  • 6 Credits

Integration of One Real Variable Functions

  • G1011108
  •  
  • Basic Training
  •  
  • Second Semester
  •  
  • 6 Credits

Topology of Euclidian Spaces

  • G1011110
  •  
  • Basic Training
  •  
  • Second Semester
  •  
  • 6 Credits

Digital Systems

  • G4012104
  •  
  • Basic Training
  •  
  • First Semester
  •  
  • 6 Credits

Programming I

  • G4012105
  •  
  • Basic Training
  •  
  • First Semester
  •  
  • 6 Credits

The Physics of Computing

  • G4012106
  •  
  • Basic Training
  •  
  • Second Semester
  •  
  • 6 Credits

Programming II

  • G4012109
  •  
  • Basic Training
  •  
  • Second Semester
  •  
  • 6 Credits

Linear and Multilinear Algebra

  • G1011221
  •  
  • Compulsory Credits
  •  
  • First Semester
  •  
  • 6 Credits

Matrix Numerical Analysis

  • G1011222
  •  
  • Compulsory Credits
  •  
  • Second Semester
  •  
  • 6 Credits

Numerical Computing in One Variable

  • G1011223
  •  
  • Compulsory Credits
  •  
  • First Semester
  •  
  • 6 Credits

Differentiation of Several Real Variables Functions

  • G1011225
  •  
  • Compulsory Credits
  •  
  • First Semester
  •  
  • 6 Credits

Functional Series and Riemann Integration in Several Real Variables

  • G1011228
  •  
  • Compulsory Credits
  •  
  • Second Semester
  •  
  • 6 Credits

Linear Geometry

  • G1011229
  •  
  • Compulsory Credits
  •  
  • Second Semester
  •  
  • 6 Credits

Foundations of Computers

  • G4012108
  •  
  • Basic Training
  •  
  • Second Semester
  •  
  • 6 Credits

Databases I

  • G4012221
  •  
  • Compulsory Credits
  •  
  • First Semester
  •  
  • 6 Credits

Data Structures and Algorithms

  • G4012222
  •  
  • Compulsory Credits
  •  
  • First Semester
  •  
  • 6 Credits

Object Oriented Programming

  • G4012225
  •  
  • Compulsory Credits
  •  
  • First Semester
  •  
  • 6 Credits

Databases II

  • G4012226
  •  
  • Compulsory Credits
  •  
  • Second Semester
  •  
  • 4,5 Credits

Software Design

  • G4012230
  •  
  • Compulsory Credits
  •  
  • Second Semester
  •  
  • 6 Credits

Curves and Surfaces

  • G1011224
  •  
  • Compulsory Credits
  •  
  • Second Semester
  •  
  • 6 Credits

Introduction to Ordinary Differential Equations

  • G1011226
  •  
  • Compulsory Credits
  •  
  • Second Semester
  •  
  • 6 Credits

Probability and Statistics

  • G1011324
  •  
  • Compulsory Credits
  •  
  • First Semester
  •  
  • 6 Credits

Statistical Inference

  • G1011325
  •  
  • Compulsory Credits
  •  
  • Second Semester
  •  
  • 6 Credits

Algebraic Structures

  • G1011326
  •  
  • Compulsory Credits
  •  
  • First Semester
  •  
  • 6 Credits

General Topology

  • G1011330
  •  
  • Compulsory Credits
  •  
  • First Semester
  •  
  • 4,5 Credits

Operating Systems I

  • G4012223
  •  
  • Compulsory Credits
  •  
  • First Semester
  •  
  • 6 Credits

Networks

  • G4012224
  •  
  • Compulsory Credits
  •  
  • First Semester
  •  
  • 6 Credits

Operating Systems II

  • G4012227
  •  
  • Compulsory Credits
  •  
  • Second Semester
  •  
  • 4,5 Credits

Computer Architecture

  • G4012228
  •  
  • Compulsory Credits
  •  
  • Second Semester
  •  
  • 4,5 Credits

Software Engineering

  • G4012325
  •  
  • Compulsory Credits
  •  
  • Annual
  •  
  • 12 Credits

Vector Calculus and Lebesgue Integration

  • G1011321
  •  
  • Compulsory Credits
  •  
  • First Semester
  •  
  • 6 Credits

Ordinary Differential Equations

  • G1011322
  •  
  • Compulsory Credits
  •  
  • First Semester
  •  
  • 4,5 Credits

Algebraic Equations

  • G1011323
  •  
  • Compulsory Credits
  •  
  • Second Semester
  •  
  • 6 Credits

Global Theory of Surfaces

  • G1011327
  •  
  • Compulsory Credits
  •  
  • Second Semester
  •  
  • 6 Credits

Numerical Methods in Optimization and Differential Equations

  • G1011328
  •  
  • Compulsory Credits
  •  
  • First Semester
  •  
  • 6 Credits

Fourier Series and Introduction to Partial Differential Equations

  • G1011329
  •  
  • Compulsory Credits
  •  
  • Second Semester
  •  
  • 4,5 Credits

Topology of Surfaces

  • G1011331
  •  
  • Compulsory Credits
  •  
  • Second Semester
  •  
  • 4,5 Credits

Formal Languages and Automata Theory

  • G4012321
  •  
  • Compulsory Credits
  •  
  • First Semester
  •  
  • 6 Credits

Network and Computer Systems Administration

  • G4012322
  •  
  • Compulsory Credits
  •  
  • First Semester
  •  
  • 6 Credits

Web Application Development

  • G4012323
  •  
  • Compulsory Credits
  •  
  • Second Semester
  •  
  • 6 Credits

Distributed Computing

  • G4012326
  •  
  • Compulsory Credits
  •  
  • First Semester
  •  
  • 6 Credits

Compilers and Interpreters

  • G4012327
  •  
  • Compulsory Credits
  •  
  • Second Semester
  •  
  • 4,5 Credits

Linear and Integer Programming

  • G1011227
  •  
  • Compulsory Credits
  •  
  • First Semester
  •  
  • 6 Credits

Mathematical Modelling

  • G1011421
  •  
  • Compulsory Credits
  •  
  • First Semester
  •  
  • 6 Credits

Error-Correcting Codes and Cryptography

  • G1011441
  •  
  • Elective Credits
  •  
  • Second Semester
  •  
  • 6 Credits

Functional Analysis on Hilbert´s Spaces

  • G1011442
  •  
  • Elective Credits
  •  
  • First Semester
  •  
  • 6 Credits

Fundamentals of Astronomy

  • G1011443
  •  
  • Elective Credits
  •  
  • First Semester
  •  
  • 6 Credits

Regression Models and Multivariate Analysis

  • G1011444
  •  
  • Elective Credits
  •  
  • First Semester
  •  
  • 6 Credits

Workshop on Numerical Simulation

  • G1011445
  •  
  • Elective Credits
  •  
  • Second Semester
  •  
  • 6 Credits

Differentiable Manifolds

  • G1011446
  •  
  • Elective Credits
  •  
  • First Semester
  •  
  • 6 Credits

Algebra, Numbers and Geometry

  • G1011447
  •  
  • Elective Credits
  •  
  • Second Semester
  •  
  • 6 Credits

Numerical Analysis of Partial Differential Equations

  • G1011448
  •  
  • Elective Credits
  •  
  • First Semester
  •  
  • 6 Credits

Differential Equations

  • G1011449
  •  
  • Elective Credits
  •  
  • Second Semester
  •  
  • 6 Credits

History of Mathematics

  • G1011450
  •  
  • Elective Credits
  •  
  • Second Semester
  •  
  • 6 Credits

Game Theory

  • G1011451
  •  
  • Elective Credits
  •  
  • Second Semester
  •  
  • 6 Credits

Algebraic Topology

  • G1011452
  •  
  • Elective Credits
  •  
  • Second Semester
  •  
  • 6 Credits

Financial Management for Organizations

  • G4012201
  •  
  • Basic Training
  •  
  • Second Semester
  •  
  • 6 Credits

Graphic Computing

  • G4012229
  •  
  • Compulsory Credits
  •  
  • Second Semester
  •  
  • 4,5 Credits

Informatics Project Management

  • G4012324
  •  
  • Compulsory Credits
  •  
  • Second Semester
  •  
  • 4,5 Credits

Artificial Intelligence

  • G4012328
  •  
  • Compulsory Credits
  •  
  • First Semester
  •  
  • 6 Credits

Information Security

  • G4012329
  •  
  • Compulsory Credits
  •  
  • Second Semester
  •  
  • 4,5 Credits

Cybersecurity

  • G4012330
  •  
  • Compulsory Credits
  •  
  • Second Semester
  •  
  • 4,5 Credits

Human-Computer Interaction

  • G4012421
  •  
  • Compulsory Credits
  •  
  • First Semester
  •  
  • 6 Credits

Computer Engineering

  • G4012422
  •  
  • Compulsory Credits
  •  
  • First Semester
  •  
  • 6 Credits

Foundations of Parallel Systems

  • G4012441
  •  
  • Elective Credits
  •  
  • First Semester
  •  
  • 4,5 Credits

Advanced Visualization

  • G4012442
  •  
  • Elective Credits
  •  
  • First Semester
  •  
  • 4,5 Credits

Quality in Information Systems

  • G4012443
  •  
  • Elective Credits
  •  
  • First Semester
  •  
  • 4,5 Credits

Data Warehouse and Data Mining

  • G4012444
  •  
  • Elective Credits
  •  
  • First Semester
  •  
  • 4,5 Credits

Knowledge Representation and Reasoning

  • G4012445
  •  
  • Elective Credits
  •  
  • First Semester
  •  
  • 4,5 Credits

Intelligent Systems

  • G4012446
  •  
  • Elective Credits
  •  
  • First Semester
  •  
  • 4,5 Credits

Networks Design and Administration

  • G4012447
  •  
  • Elective Credits
  •  
  • First Semester
  •  
  • 4,5 Credits

Service-oriented Engineering

  • G4012448
  •  
  • Elective Credits
  •  
  • First Semester
  •  
  • 4,5 Credits

Cloud Computing

  • G4012449
  •  
  • Elective Credits
  •  
  • First Semester
  •  
  • 4,5 Credits

Ubiquous Computing

  • G4012451
  •  
  • Elective Credits
  •  
  • Second Semester
  •  
  • 4,5 Credits

Programming for Emerging Architectures

  • G4012452
  •  
  • Elective Credits
  •  
  • Second Semester
  •  
  • 4,5 Credits

Unstructured Information Management

  • G4012453
  •  
  • Elective Credits
  •  
  • Second Semester
  •  
  • 4,5 Credits

Optimization Models and Methods

  • G4012454
  •  
  • Elective Credits
  •  
  • Second Semester
  •  
  • 4,5 Credits

Machine Learning

  • G4012455
  •  
  • Elective Credits
  •  
  • Second Semester
  •  
  • 4,5 Credits

Complex Variable

  • G1011422
  •  
  • Compulsory Credits
  •  
  • First Semester
  •  
  • 6 Credits

Undergraduate dissertation

  • G1011423
  •  
  • Compulsory Credits
  •  
  • End of Degree Projects and End of Master's Degree Projects
  •  
  • 12 Credits

Professional training placement

  • G1011453
  •  
  • Elective Credits
  •  
  • Work Placements in Companies for Degrees and Master's Degrees
  •  
  • 6 Credits

End-of-degree Project

  • G4012423
  •  
  • Compulsory Credits
  •  
  • End of Degree Projects and End of Master's Degree Projects
  •  
  • 12 Credits

Internships

  • G4012424
  •  
  • Compulsory Credits
  •  
  • Work Placements in Companies for Degrees and Master's Degrees
  •  
  • 9 Credits

Elements of Probability and Statistics

  • G1011101
  •  
  • Basic Training
  •  
  • First Semester
  •  
  • 6 Credits

Continuity and Derivability of One Real Variable

  • G1011104
  •  
  • Basic Training
  •  
  • Second Semester
  •  
  • 6 Credits

Introduction to Mathematical Analysis

  • G1011105
  •  
  • Basic Training
  •  
  • First Semester
  •  
  • 6 Credits

Vector Spaces and Matrix Calculus

  • G1011106
  •  
  • Basic Training
  •  
  • Second Semester
  •  
  • 6 Credits

Mathematical Language, Sets and Numbers

  • G1011107
  •  
  • Basic Training
  •  
  • First Semester
  •  
  • 6 Credits

Integration of One Real Variable Functions

  • G1011108
  •  
  • Basic Training
  •  
  • Second Semester
  •  
  • 6 Credits

Topology of Euclidian Spaces

  • G1011110
  •  
  • Basic Training
  •  
  • Second Semester
  •  
  • 6 Credits

Databases I

  • G4012221
  •  
  • Compulsory Credits
  •  
  • First Semester
  •  
  • 6 Credits

Data Structures and Algorithms

  • G4012222
  •  
  • Compulsory Credits
  •  
  • First Semester
  •  
  • 6 Credits

Operating Systems I

  • G4012223
  •  
  • Compulsory Credits
  •  
  • First Semester
  •  
  • 6 Credits

Networks

  • G4012224
  •  
  • Compulsory Credits
  •  
  • First Semester
  •  
  • 6 Credits

Object Oriented Programming

  • G4012225
  •  
  • Compulsory Credits
  •  
  • First Semester
  •  
  • 6 Credits

Databases II

  • G4012226
  •  
  • Compulsory Credits
  •  
  • Second Semester
  •  
  • 4,5 Credits

Operating Systems II

  • G4012227
  •  
  • Compulsory Credits
  •  
  • Second Semester
  •  
  • 4,5 Credits

Computer Architecture

  • G4012228
  •  
  • Compulsory Credits
  •  
  • Second Semester
  •  
  • 4,5 Credits

Graphic Computing

  • G4012229
  •  
  • Compulsory Credits
  •  
  • Second Semester
  •  
  • 4,5 Credits

Software Design

  • G4012230
  •  
  • Compulsory Credits
  •  
  • Second Semester
  •  
  • 6 Credits

Formal Languages and Automata Theory

  • G4012321
  •  
  • Compulsory Credits
  •  
  • First Semester
  •  
  • 6 Credits

Network and Computer Systems Administration

  • G4012322
  •  
  • Compulsory Credits
  •  
  • First Semester
  •  
  • 6 Credits

Web Application Development

  • G4012323
  •  
  • Compulsory Credits
  •  
  • Second Semester
  •  
  • 6 Credits

Informatics Project Management

  • G4012324
  •  
  • Compulsory Credits
  •  
  • Second Semester
  •  
  • 4,5 Credits

Software Engineering

  • G4012325
  •  
  • Compulsory Credits
  •  
  • Annual
  •  
  • 12 Credits

Distributed Computing

  • G4012326
  •  
  • Compulsory Credits
  •  
  • First Semester
  •  
  • 6 Credits

Compilers and Interpreters

  • G4012327
  •  
  • Compulsory Credits
  •  
  • Second Semester
  •  
  • 4,5 Credits

Artificial Intelligence

  • G4012328
  •  
  • Compulsory Credits
  •  
  • First Semester
  •  
  • 6 Credits

Information Security

  • G4012329
  •  
  • Compulsory Credits
  •  
  • Second Semester
  •  
  • 4,5 Credits

Cybersecurity

  • G4012330
  •  
  • Compulsory Credits
  •  
  • Second Semester
  •  
  • 4,5 Credits

Human-Computer Interaction

  • G4012421
  •  
  • Compulsory Credits
  •  
  • First Semester
  •  
  • 6 Credits

Computer Engineering

  • G4012422
  •  
  • Compulsory Credits
  •  
  • First Semester
  •  
  • 6 Credits

Internships

  • G4012424
  •  
  • Compulsory Credits
  •  
  • Work Placements in Companies for Degrees and Master's Degrees
  •  
  • 9 Credits

Linear and Multilinear Algebra

  • G1011221
  •  
  • Compulsory Credits
  •  
  • First Semester
  •  
  • 6 Credits

Matrix Numerical Analysis

  • G1011222
  •  
  • Compulsory Credits
  •  
  • Second Semester
  •  
  • 6 Credits

Numerical Computing in One Variable

  • G1011223
  •  
  • Compulsory Credits
  •  
  • First Semester
  •  
  • 6 Credits

Curves and Surfaces

  • G1011224
  •  
  • Compulsory Credits
  •  
  • Second Semester
  •  
  • 6 Credits

Differentiation of Several Real Variables Functions

  • G1011225
  •  
  • Compulsory Credits
  •  
  • First Semester
  •  
  • 6 Credits

Introduction to Ordinary Differential Equations

  • G1011226
  •  
  • Compulsory Credits
  •  
  • Second Semester
  •  
  • 6 Credits

Linear and Integer Programming

  • G1011227
  •  
  • Compulsory Credits
  •  
  • First Semester
  •  
  • 6 Credits

Functional Series and Riemann Integration in Several Real Variables

  • G1011228
  •  
  • Compulsory Credits
  •  
  • Second Semester
  •  
  • 6 Credits

Linear Geometry

  • G1011229
  •  
  • Compulsory Credits
  •  
  • Second Semester
  •  
  • 6 Credits

Vector Calculus and Lebesgue Integration

  • G1011321
  •  
  • Compulsory Credits
  •  
  • First Semester
  •  
  • 6 Credits

Ordinary Differential Equations

  • G1011322
  •  
  • Compulsory Credits
  •  
  • First Semester
  •  
  • 4,5 Credits

Algebraic Equations

  • G1011323
  •  
  • Compulsory Credits
  •  
  • Second Semester
  •  
  • 6 Credits

Probability and Statistics

  • G1011324
  •  
  • Compulsory Credits
  •  
  • First Semester
  •  
  • 6 Credits

Statistical Inference

  • G1011325
  •  
  • Compulsory Credits
  •  
  • Second Semester
  •  
  • 6 Credits

Algebraic Structures

  • G1011326
  •  
  • Compulsory Credits
  •  
  • First Semester
  •  
  • 6 Credits

Global Theory of Surfaces

  • G1011327
  •  
  • Compulsory Credits
  •  
  • Second Semester
  •  
  • 6 Credits

Numerical Methods in Optimization and Differential Equations

  • G1011328
  •  
  • Compulsory Credits
  •  
  • First Semester
  •  
  • 6 Credits

Fourier Series and Introduction to Partial Differential Equations

  • G1011329
  •  
  • Compulsory Credits
  •  
  • Second Semester
  •  
  • 4,5 Credits

General Topology

  • G1011330
  •  
  • Compulsory Credits
  •  
  • First Semester
  •  
  • 4,5 Credits

Topology of Surfaces

  • G1011331
  •  
  • Compulsory Credits
  •  
  • Second Semester
  •  
  • 4,5 Credits

Mathematical Modelling

  • G1011421
  •  
  • Compulsory Credits
  •  
  • First Semester
  •  
  • 6 Credits

Complex Variable

  • G1011422
  •  
  • Compulsory Credits
  •  
  • First Semester
  •  
  • 6 Credits

Foundations of Parallel Systems

  • G4012441
  •  
  • Elective Credits
  •  
  • First Semester
  •  
  • 4,5 Credits

Advanced Visualization

  • G4012442
  •  
  • Elective Credits
  •  
  • First Semester
  •  
  • 4,5 Credits

Quality in Information Systems

  • G4012443
  •  
  • Elective Credits
  •  
  • First Semester
  •  
  • 4,5 Credits

Data Warehouse and Data Mining

  • G4012444
  •  
  • Elective Credits
  •  
  • First Semester
  •  
  • 4,5 Credits

Knowledge Representation and Reasoning

  • G4012445
  •  
  • Elective Credits
  •  
  • First Semester
  •  
  • 4,5 Credits

Intelligent Systems

  • G4012446
  •  
  • Elective Credits
  •  
  • First Semester
  •  
  • 4,5 Credits

Networks Design and Administration

  • G4012447
  •  
  • Elective Credits
  •  
  • First Semester
  •  
  • 4,5 Credits

Service-oriented Engineering

  • G4012448
  •  
  • Elective Credits
  •  
  • First Semester
  •  
  • 4,5 Credits

Cloud Computing

  • G4012449
  •  
  • Elective Credits
  •  
  • First Semester
  •  
  • 4,5 Credits

Ubiquous Computing

  • G4012451
  •  
  • Elective Credits
  •  
  • Second Semester
  •  
  • 4,5 Credits

Programming for Emerging Architectures

  • G4012452
  •  
  • Elective Credits
  •  
  • Second Semester
  •  
  • 4,5 Credits

Unstructured Information Management

  • G4012453
  •  
  • Elective Credits
  •  
  • Second Semester
  •  
  • 4,5 Credits

Optimization Models and Methods

  • G4012454
  •  
  • Elective Credits
  •  
  • Second Semester
  •  
  • 4,5 Credits

Machine Learning

  • G4012455
  •  
  • Elective Credits
  •  
  • Second Semester
  •  
  • 4,5 Credits

Error-Correcting Codes and Cryptography

  • G1011441
  •  
  • Elective Credits
  •  
  • Second Semester
  •  
  • 6 Credits

Functional Analysis on Hilbert´s Spaces

  • G1011442
  •  
  • Elective Credits
  •  
  • First Semester
  •  
  • 6 Credits

Fundamentals of Astronomy

  • G1011443
  •  
  • Elective Credits
  •  
  • First Semester
  •  
  • 6 Credits

Regression Models and Multivariate Analysis

  • G1011444
  •  
  • Elective Credits
  •  
  • First Semester
  •  
  • 6 Credits

Workshop on Numerical Simulation

  • G1011445
  •  
  • Elective Credits
  •  
  • Second Semester
  •  
  • 6 Credits

Differentiable Manifolds

  • G1011446
  •  
  • Elective Credits
  •  
  • First Semester
  •  
  • 6 Credits

Algebra, Numbers and Geometry

  • G1011447
  •  
  • Elective Credits
  •  
  • Second Semester
  •  
  • 6 Credits

Numerical Analysis of Partial Differential Equations

  • G1011448
  •  
  • Elective Credits
  •  
  • First Semester
  •  
  • 6 Credits

Differential Equations

  • G1011449
  •  
  • Elective Credits
  •  
  • Second Semester
  •  
  • 6 Credits

History of Mathematics

  • G1011450
  •  
  • Elective Credits
  •  
  • Second Semester
  •  
  • 6 Credits

Game Theory

  • G1011451
  •  
  • Elective Credits
  •  
  • Second Semester
  •  
  • 6 Credits

Algebraic Topology

  • G1011452
  •  
  • Elective Credits
  •  
  • Second Semester
  •  
  • 6 Credits

Professional training placement

  • G1011453
  •  
  • Elective Credits
  •  
  • Work Placements in Companies for Degrees and Master's Degrees
  •  
  • 6 Credits

End-of-degree Project

  • G4012423
  •  
  • Compulsory Credits
  •  
  • End of Degree Projects and End of Master's Degree Projects
  •  
  • 12 Credits

No se contemplan menciones en esta titulación

1.- El alumnado de primer curso por primera vez a tiempo completo tiene que matricular 66 créditos.
2.- Continuación de estudios : libre con un máximo de 90 créditos.

Student mobility is regulated through the “Regulation of inter-university exchange.” Exchange programs are managed through the International Relations Office, such as national exchange programs (SICUE) as well as Europeans (ERASMUS) and from outside the European Union (exchanges with Latin American countries or English-speaking countries):

When a degree suspension occurs, the USC guarantees the adequate development of teachings that were initiated by their students until its suspension. For that, the Government Council approves the criteria related with the admission of new degree entry registration and the gradual suspension of teaching impartation, among others.

If the suspended degree is substituted for a similar one —modifying the nature of the degree—, the new degree regulations will set the conditions to facilitate students the continuity of the new degree’s studies. These regulations will also set subject equivalences in both programs.

Acceso:

Los generales para las titulaciones de grado.

Admisión:

No se contemplan condiciones ni pruebas de acceso especiales

The Superior Technical School of Engineering has 8 rooms for teaching and with different capacity as well as a project room, which is suitable for the realisation of group works and participative classes. There are also 6 computing rooms used in teaching and 2 more that are intended to the free access for the student. The school has 2 video conferencing systems used in teaching. In addition, there are two meeting rooms for tutorials and one work room where group projects can be done.

The Faculty of Mathematics has 10 rooms with different capacity and with teaching equipment. Furthermore, it has five computing rooms used in teaching and one is intended to the free access for the students. There are digital equipment and 4 video conferencing rooms reserved for education. Moreover, it uses external facilities such as the Astronomical Observatory.

Both faculties have libraries with reading positions.

It is also important to mention that, from every place in both faculties, wireless Internet connection is available.

The objective of this double degree is to provide a solid training to future professionals, who will combine the skill and habit in abstract thinking and logical argument that characterizes mathematics with the mastery of the theoretical foundations and practical skills of Computer Science.

- Students must demonstrate possession and understanding of knowledge in an area of study draw from the premise of a general secondary education. It is usually found in a level that —although it can be supported by advanced text books— also includes some aspects that imply knowledge arising from the forefront of their area of study.

- Students must be able to apply their knowledge to their work or vocation in a professional way and possess the competences which are usually demonstrated by means of the elaboration and defence of arguments and problem solving within their area of study

- Students must have the ability to collect and interpret relevant data —normally within their area of study— in order to make judgements that include a reflection on relevant themes of social, scientific or ethic nature.

- Students must be able to transmit information, ideas, problems and solutions to a public, both specialized and non-specialized.

- Students must develop those abilities of learning necessary to start higher studies with a high degree of autonomy

See the information of each degree

See the information of each degree

See the information of each degree

Mobility

Student mobility is regulated through the “Regulation of inter-university exchange.” Exchange programs are managed through the International Relations Office, such as national exchange programs (SICUE) as well as Europeans (ERASMUS) and from outside the European Union (exchanges with Latin American countries or English-speaking countries):

Portal Internacional

Internships

The study plan includes the completion of 9 optional external internship credits.

Two Final Degree Projects will be carried out, one of them with 12 compulsory credits that will evaluate the competences of the Degree in Computer Engineering and the other with 12 compulsory credits that will evaluate the competences of the Degree in Mathematics.

The Final Degree Projects will be regulated with the agreement between both degrees, taking into account, in any case, the character of an integral project of professional nature inherent to the Final Degree Project in Computer Engineering.

Faculty
Fernando Alcalde Cuesta
Maria Alonso Pena
Leovigildo Alonso Tarrio
Jose Antonio Alvarez Dios
Jesús Antonio Álvarez López
Raul Alvite Pazo
Francisco Santiago Argüello Pedreira
Juan Enrique Arias Rodriguez
Nikolay Babakov
Víctor Xesús Barreiro Domínguez
Senén Barro Ameneiro
Manuel Bendaña Gómez
Dora Blanco Heras
Maria Isabel Borrajo Garcia
Sebastian Buedo Fernandez
Alberto Jose Bugarin Diz
Alberto Cabada Fernandez
Jose Carlos Cabaleiro Dominguez
Paula Cambeses Franco
Daniel Cao Labora
Jose Manuel Carballes Vazquez
Francisco Javier Cardama Santiago
Maria Purificacion Cariñena Amigo
Maria Jose Carreira Nouche
Maria Angeles Casares De Cal
Balbina Virginia Casas Mendez
Alejandro Catala Bolos
David Chaves Fraga
Bianca Cid Bouzas
Angel Cidre Diaz
Mercedes Conde Amboage
Olinda Nelly Condori Fernandez
Victor Cora Calvo
Daniel Cores Costa
Maria Cristina Costoya Ramos
José Manuel Cotos Yáñez
Rosa María Crujeiras Casais
Cesar Díaz Parga
Jose Carlos Diaz Ramos
Érika Diz Pita
Raquel Dosil Lago
Manuel Febrero Bande
Paulo Felix Lamas
Francisco Javier Fernandez Fernandez
Anselmo Tomás Fernández Pena
Francisco Fernández Rivera
Rosa Mª Fernandez Rodriguez
Fernando Adrian Fernandez Tojo
Julian Carlos Flores Gonzalez
Felipe Gago Couso
Victor Jose Gallego Fontenla
Eduardo Garcia Rio
Antonio Garcia Rodicio
Pablo Garcia Tahoces
Ignacio Gómez Casares
Antonio M. Gómez Tato
Julio Gonzalez Diaz
Wenceslao Gonzalez Manteiga
Alejandro González Santos
Ana Jeremías López
Manuel Eulogio Ladra Gonzalez
Manuel Lama Penin
Javier Lopez Fandiño
Óscar López Pouso
Rodrigo Lopez Pouso
Lucia Lopez Somoza
David López Vilariño
David Enrique Losada Carril
Jorge Losada Rodriguez
Alejandro Omar Majadas Moure
José Javier Majadas Soto
David Mera Perez
Diego Mojon Alvarez
Antonio Mosquera Gonzalez
Manuel Felipe Mucientes Molina
Rafael Muñoz Sola
Begoña Nicolas Avila
Juan José Nieto Roig
Alvaro Ordoñez Iglesias
Maria Victoria Otero Espinar
Maria Pilar Paez Guillan
Xosé Manuel Pardo López
Beatriz Pateiro Lopez
Francisco Jose Pena Brage
Ana Peon Nieto
Adrian Perez Herrero
Juan Carlos Pichel Campos
Miguel Picos Maiztegui
Cesar Alfredo Piñeiro Pomar
Raquel Esther Querentes Hermida
Pablo Quesada Barriuso
Peregrina Quintela Estevez
Brais Ramos Perez
Jose Ramon Rios Viqueira
Oscar Rivero Salgado
David Rodeiro Pazos
Iria Rodríguez Acevedo
Silvia Rodriguez Alcaraz
Alberto Rodriguez Casal
Jeronimo Rodriguez Garcia
Jorge Rodríguez López
Rosana Rodríguez López
Jesus Maria Rodriguez Presedo
Mario Julian Rodriguez Sanchez De Toca
Pedro Jose Saco Lopez
Maria Del Pilar Salgado Rodriguez
Modesto Ramon Salgado Seco
Cesar Andres Sanchez Sellero
Eduardo Manuel Sánchez Vila
Victor Sanmartin Lopez
Roi Santos Mateos
Natalia Seoane Iglesias
Maria Luisa Seoane Martinez
Samuel Soutullo Sobral
Jorge Alberto Suarez Garea
José Ángel Taboada González
María Jesús Taboada Iglesias
Alejandro Jose Tobar Quintanar
Rosa Mª Trinchet Soria
Joaquín Ángel Triñanes Fernández
Anxo Varela Hernandez
Jose Varela Pet
Rafael Vazquez Hernandez
Juan Manuel Viaño Rey
Juan Carlos Vidal Aguiar
Maria Vidal Garcia
Nicolas Vila Blanco
Sebastian Villarroya Fernandez
Mouhcine Yousfi Khoumsi

Indicator

2021-2022

2022-2023

2023-2024

Offer

IN01
Places offered.

Number of Places Offered for Each Academic Year

Scale info: Whole Number

10,0

10,0

12,0

Enrolment

IN02
Enrolment.

Number of Students Enrolled in an Academic Year Excluding Incoming Mobility Program Students

Scale info: Whole Number

58,0

58,0

62,0

IN03
New enrolments.

Number of Students Enrolling in a Study Program for the First Time, Including Those Transferring Their Academic Records, Accessing Through Partial Recognition of Foreign Studies, or Transitioning from Phasing-Out Programs

Scale info: Whole Number

13,0

11,0

12,0

IN04
Enrolment for start of studies.

Number of Students Enrolling in the First Year of a Study Program for the First Time, Excluding Those Accessing Through Partial Recognition of Foreign Studies, Transfers, or Transitions from Phasing-Out Programs

Scale info: Whole Number

13,0

11,0

12,0

IN05
Variation of enrolment at the start of studies.

Relative Variation Rate of New Enrollment through Pre-registration

Scale info: Percentage with Two Decimal Places

8,33

-

-

Admittance profile

IN06
Average pre-enrolment access score.

Average Admission Grade through Pre-registration for Students Beginning Studies, Determining the Entry Profile.

Scale info: Rational number with two decimals. The range goes from 0 to the maximum value that can be obtained in each academic year for pre-registration (some historical values were 10.00 points, 12.00 points, or 14.00 points).

13,6652

13,6206

13,409

IN08
Percentage of foreign students over enrolled students.

Percentage of foreign students among enrolled students, excluding those enrolled in incoming mobility programs.

Scale info: Percentage with Two Decimal Places

0,0

0,0

0,0

IN09
Percentage of national students from outside Galicia over enrolled students.

Percentage of national students from outside Galicia among enrolled students, excluding those enrolled in incoming mobility programs.

Scale info: Percentage with Two Decimal Places

5,17

8,62

6,45

Adaptation to demand

IN10
Ratio of students pre-enrolled in 1st option over the places offered.

Number of first-time enrolled students who pre-registered as their first choice divided by the number of available seats.

Scale info: Percentage with Two Decimal Places

120,0

110,0

100,0

IN12
Occupancy rate

Number of new enrollment students through pre-registration divided by the number of available seats.

Scale info: Percentage with Two Decimal Places

130,0

110,0

100,0

Indicator

2021-2022

2022-2023

2023-2024

External mobility

IN18
Percentage of students received by the USC from mobility programmes over the total number of enrolled students.

Number of students received at USC in that degree from other universities (mobility programs) divided by the number of students enrolled in the degree.

Scale info: Percentage with two decimal places.

0,0

0,0

0,0

Indicator

2021-2022

2022-2023

2023-2024

IN22
Percentage of graduates who completed external work placements.

Percentage ratio between the graduates of a degree in an academic year who, during their studies, completed internships in companies and institutions, and the total number of graduates in that degree in the same academic year.

Scale info: Percentage with two decimal places.

85,71

100,0

100,0

Indicator

2021-2022

2022-2023

2023-2024

Drop-out

IN40
Drop-out rate during the first year.

Percentage ratio between the students of an entry cohort enrolled in the degree in academic year X, who did not enroll in academic years X+1 and X+2, and the total number of students in that entry cohort who entered in academic year X.

Scale info: Percentage with two decimal places.

0,0

0,0

15,38

IN41
Drop-out rate RD 1393.

Percentage ratio between the students of a new entry cohort who were supposed to obtain the degree in the previous academic year but did not enroll in either that academic year or the one before.

Scale info: Percentage with two decimal places.

54,55

50,0

12,5

Assessment

IN36
Assessment rate.

Percentage ratio between the total number of ordinary credits students presented themselves for and the total number of ordinary credits they enrolled in.

Scale info: Percentage with two decimal places.

95,92

98,62

98,52

Average duration of studies

IN38
Average duration of studies.

Average duration (in years) in which students take to complete the credits corresponding to the curriculum.

Scale info: Rational number with two decimal places.

6,0

6,0

6,1111

Efficiency of graduates

IN53
Efficiency rate (graduates' performance).

Percentage ratio between the total number of credits a student passed throughout the degree they graduated from and the total number of credits they enrolled in.

Scale info: Percentage with two decimal places.

99,76

93,57

95,18

Students per group

IN32
Average number of students per interactive teaching group.

Ratio between the number of enrolled students and the number of interactive teaching groups.

Scale info: Rational number with two decimal places.

24,9589

25,5421

26,015

IN55
Average number of students enrolled in subjects (FB and OB) per theory (lecture) group.

Ratio between the number of students enrolled in compulsory basic training subjects and the number of theory groups for those subjects.

Scale info: Rational number with two decimal places.

76,8621

81,3452

82,3765

IN56
Average number of students enrolled in optional subjects per theory (lecture) group.

Ratio between the number of students enrolled in elective subjects and the number of theory groups for those subjects.

Scale info: Rational number with two decimal places.

41,0

29,0

42,0

Success

IN35
Success rate.

Percentage ratio between the total number of ordinary credits passed by students and the total number of ordinary credits they presented themselves for.

Scale info: Percentage with two decimal places.

96,34

97,09

97,12

IN50
Success rate of graduates.

Percentage ratio between the total number of credits a student passed throughout the degree they graduated from and the total number of credits they presented themselves for.

Scale info: Percentage with two decimal places.

99,76

95,19

96,83

Graduation

IN37
Graduation rate.

Percentage ratio between the students who completed their studies within the time planned in the curriculum or in one additional academic year and their cohort of entry.

Scale info: Percentage with two decimal places.

45,45

50,0

87,5

IN51
Graduation suitability rate.

Percentage ratio between the students who completed their studies within the time planned in the curriculum or earlier and their entry cohort.

Scale info: Percentage with two decimal places.

50,0

75,0

80,0

Performance

IN34
Performance rate.

Percentage ratio between the total number of ordinary credits passed by students and the total number of ordinary credits in which they enrolled.

Scale info: Percentage with two decimal places.

92,41

95,75

95,69

Satisfaction

IN15
Satisfaction of outgoing students with mobility programmes.

Average rating of the satisfaction survey for outgoing students with mobility programs.

Scale info: Minimum 0.00, maximum 5.00.

4,67

3,29

3,04

IN19
Student satisfaction with external work placement programmes.

Average rating of the satisfaction survey for students with external internships.

Scale info: Minimum 0.00, maximum 5.00.

-

4,1967

4,8611

IN42
Overall level of satisfaction of graduates with the degree.

Average rating of the questions related to satisfaction with the degree in the graduates' survey.

Scale info: Minimum 0.00, maximum 5.00.

3,32

-

-

IN46
Student satisfaction with the teaching received.

Average rating of the student satisfaction survey with the teaching received.

Scale info: Minimum 0.00, maximum 5.00.

2,64

3,92

4,19

IN47
Satisfaction of the teaching staff with the teaching given.

Average rating of the faculty satisfaction survey with the teaching provided.

Scale info: Minimum 0.00, maximum 5.00.

4,2562

4,2606

4,3638

IN48
Response rate in the survey on student satisfaction with the teaching received.

Percentage of responses in the student satisfaction survey.

Scale info: Percentage with two decimal places.

42,8571

44,4444

78,9474

Indicator

2021-2022

2022-2023

2023-2024

IN24
Percentage of teaching and research staff with six-year terms over the total teaching and research staff in the degree.

Percentage ratio between the PDI (Teaching and Research Staff) with research periods (sexenios) and the total PDI with teaching in the degree who may have research periods.

Scale info: Percentage with two decimal places.

92,31

90,8

91,4

IN25
Percentage of PhD teaching and research staff over total teaching and research staff.

Percentage ratio between the doctoral PDI (Teaching and Research Staff) and the total PDI with teaching in the degree.

Scale info: Percentage with two decimal places.

95,33

93,75

93,55

IN26
Percentage of civil servant teaching and research staff over total teaching and research staff.

Percentage ratio between the tenured PDI (Teaching and Research Staff) and the total PDI with teaching in the degree.

Scale info: Percentage with two decimal places.

72,9

71,43

64,52

The contents of this page were updated on 07.03.2023.