Introduction
Basic information
Type | Bachelor's degrees |
---|---|
Faculty or school | Faculty of Mathematics and Computer Science |
Branch of knowledge |
|
Credits | 240 |
Number of places available |
70 (excluding double degrees)
|
Length of course | 4 academic years |
Language(s) of instruction | Catalan 72,7%, Spanish 21,4%, English 5,9% |
Admission grade |
12.472 (July 2024, start of process, via official entrance examinations/vocational training)
|
Approximate price per credit | 18,46 € |
Compulsory placements | No |
Coordinator | JORDI PAU PLANA |
Course details | Indicators |
Specializations | Yes |
Objectives and competences
Objectives
The nature, methods and objectives of the main branches of mathematics and the skills to work in the field or pursue specialist postgraduate studies.
Analytical skills, abstract thought, and intuition and logic; the ability to recognize mathematical patterns in natural, scientific, technological and social phenomena.
Competences
Generic competences
- Capacity for learning and responsibility (capacity for analysis and synthesis, to adopt global perspectives and to apply knowledge in practice, and capacity to take decisions and adapt to new situations).
- Capacity to interpret the evolution of the environment in order to promote adaptability.
- Ability to use communication and information technologies in professional practice.
- Capacity to manage time effectively in contexts of change and uncertainty.
- Ability to effectively use bibliography and electronic resources to obtain information.
- Teamwork skills.
- Ability to learn new knowledge and techniques autonomously.
Specific competences
- Ability to understand and use the mathematical method. Knowledge of rigorous proofs of the basic theorems in different branches of mathematics.
- Ability of abstraction and modelling.
- Ability to use computer applications to experiment in mathematics and solve problems.
- Ability to solve mathematical problems using calculation skills and other techniques.
- Ability to recognize the presence of mathematics in other disciplines.
- Ability to reason logically and identify errors in procedures.
Access and admission
Applicant profile and access requirements
Recommended applicant profile
What you will need The ability to work towards goals and a high degree of personal interest in mathematics. Successfully completed school leaver studies in technology, health sciences or natural sciences, with a variety of subjects related to mathematics.Access requirements and conditions
Admission for students with studies completed outside Spain.
Applicants holding higher educational qualifications from a university outside Spain should consult the page Admission with foreign qualifications to find out about specific admission requirements.
Pre-enrolment
Students that have studied abroad and who wish to study at the University of Barcelona may be admitted to EHEA bachelor's degree courses. Procedures for gaining admission will depend on the qualifications held by each applicant.
For further information about admission, consult the page Admission with foreign qualifications.
Enrolment
As a general rule, at the UB you will be required to enrol online via the Món UB portal. To find out the date and time you have been assigned, check the specific information for your course. Remember that you can lose your place if you do not enrol on the day you have been assigned.
Academic information
- Documents required for enrolment
- Procedure to formalize enrolment
- After enrolment
- Grants and financial aid
Welcome
Support and guidance
Pre-enrolment information and events
Course curriculum
Subjects and course plans
Distribution of credits
Type | ECTS |
---|---|
Basic training | 60 |
Compulsory | 120 |
Optional | 42 |
Compulsory placements | 0 |
Compulsory final project | 18 |
TOTAL | 240 |
List of subjects
Subject | Language | Type | Credits |
---|---|---|---|
Data Analysis and Introduction to Probability | 1st semester | Basic training | 6 |
Introduction to Differential Calculus | 1st semester | Basic training | 6 |
Language and Mathematical Reasoning | 1st semester | Basic training | 6 |
Matrices and Vectors | 1st semester | Basic training | 6 |
Subject Areas in Computer Software | 1st semester | Basic training | 6 |
Arithmetic | 2nd semester | Basic training | 6 |
Introduction to Integral Calculus |
1st semester
2nd semester |
Basic training | 6 |
Linear Algebra | 2nd semester | Basic training | 6 |
Physics | 2nd semester | Basic training | 6 |
Scientific Programming |
1st semester
2nd semester |
Basic training | 6 |
Subject | Language | Type | Credits |
---|---|---|---|
Algebraic Structure |
1st semester
2nd semester |
Compulsory | 6 |
Differentiation in Multivariable Calculus |
1st semester
2nd semester |
Compulsory | 6 |
Graphs | 1st semester | Compulsory | 6 |
Linear Geometry |
1st semester
2nd semester |
Compulsory | 6 |
Numerical Methods I |
1st semester
2nd semester |
Compulsory | 6 |
History of Mathematics | 2nd semester | Compulsory | 6 |
Integration in Multivariable Calculus |
1st semester
2nd semester |
Compulsory | 6 |
Mathematical Models and Dynamical Systems |
1st semester
2nd semester |
Compulsory | 6 |
Projective Geometry |
1st semester
2nd semester |
Compulsory | 6 |
Topology |
1st semester
2nd semester |
Compulsory | 6 |
Subject | Language | Type | Credits |
---|---|---|---|
Algebraic Equations |
1st semester
2nd semester |
Compulsory | 6 |
Diferential Geometry of Curves and Surfaces |
1st semester
2nd semester |
Compulsory | 6 |
Mathematical Analysis |
1st semester
2nd semester |
Compulsory | 6 |
Numerical Methods II |
1st semester
2nd semester |
Compulsory | 6 |
Probability |
1st semester
2nd semester |
Compulsory | 6 |
Complex Analysis |
1st semester
2nd semester |
Compulsory | 6 |
Differential Equations |
1st semester
2nd semester |
Compulsory | 6 |
Modelling | 2nd semester | Compulsory | 6 |
Statistics |
1st semester
2nd semester |
Compulsory | 6 |
Topology and Global Differential Geometry of Surfaces |
1st semester
2nd semester |
Compulsory | 6 |
Subject | Language | Type | Credits |
---|---|---|---|
Final Project |
1st semester
2nd semester |
Compulsory final project | 18 |
Pathways and specializations
Specialization in PhysicsSpecialization in Computer Studies
Specialization in Economics
Specialization in Statistics
Check the planning of the different pathways of the degree
Previous years
Placements
Placements are supervised by tutors and subject to assessment.They are therefore included in the academic record. There is also an option to complete non-curricular placements of up to 750 hours, which can be extended to 900 hours. For both curricular and non-curricular placements, an educational cooperation agreement is signed between the UB and the company, institution or other organization at which the placement will be carried out.
Institutional information
Academic procedures
Career opportunities
What can you work on ?
- Secondary education.
- Private sector computing and telecommunications.
- Bank holding companies and financial and insurance companies.
- Consultancy.
- Higher education and research.
- Science and technology.
- Industry.
- Public administration.
Access to the labour market
Data from the university system in CataloniaContact us
Faculty of Mathematics and Computer Science
Gran Via de les Corts Catalanes, 585 - 08007 Barcelona
Secretary: 934 021 598 - 934 021 597
sec.mat.inf@ub.edu
Questions mailbox