Degree in Mathematics
240 credits - Higher Polytechnic School
If you cannot find all of the information on the course that you are taking, check
the old
Degree in Mathematics study programme.
Entry Profile
Students wishing to take the Degree in Mathematics are recommended to have passed their secondary school diploma in maths and particularly, Advanced Mathematics. The ideal criteria to successfully complete this degree are:
- Being willing to learn and the ability for hard work and perseverance.
- A curiosity to understand the reasons behind things.
- Appreciating precision and rigour in formulating ideas and problems.
- Not being afraid of abstract thought.
- Having an appreciation for mathematics.
Students wanting to take this programme should understand that mathematics is not (only) calculations with numbers and equations that they have done at high school, but actually goes beyond this, seeking out essential rules and unpinning structures through the process of abstraction, governed by precision and logic in reasoning. Students should have an awareness that mathematics is not an end in itself, but rather has many applications.
Entry information
Number of places.
Academic year
2025-26: 40
Course entry methods
- Students who have passed a university entrance exam or similar (1)
- Higher vocational graduates (2). Applications from candidates with an advanced VET diploma in the degree programme's area of knowledge will be given preference. Please see the links (Spanish).
- Those who have passed the over-25s entrance examination Students who have passed the test in the following option will be given preference: Engineering and Architecture
- University graduates
- Over-40s who have accredited professional or work experience
- Those who have passed the over-45s entrance examination
- University programmes started at another UIB campus
- Certain students holding a 'batxiller' or equivalent high school diploma without the PAU entrance exam
- Official Spanish university studies already begun
- Overseas university studies already begun or finished without being officially accredited
Admission mark calculation
The entrance mark
(Information in Spanish)
for courses will be calculated in accordance with the following criteria:
(1)
For entry with high-school diploma or equivalent (PAU: university entrance exam)
, the entrance mark is calculated (out of 14 points) with the entrance mark and the
two best weighted marks from passed subjects, in
accordance with the weighting parameters.
(2)
For entry with a higher vocational qualification
, the entrance mark is calculated (out of 14 points) with the average from the training
course and the two best weighted marks from
subjects passed in the PAU entrance block, in accordance with the weighting parameters.
(3) For further information, please see the full details of the
weighting parameters for university admission
Weighting Parameters
For more information, please see the full details about
weighting criteria for university admission (Spanish)
Cut-off mark
Useful information
- Pre-enrolment information activities and advice
- Entry: Information on the entry procedure
- Admission: Information on the admissions procedure
- Enrolment: Enrolment information
- Regulations on continuation of studies (in spanish)
- Students with specific enrolment status
- Students with functional diversity
Validations
Accreditation grid between degrees from the UIB
Table of equivalences by curriculum: Degree in Mathematics - Majorca
Degree in Mathematics (2020 syllabus)
| Degree in Mathematics (2020 syllabus) | Degree in Mathematics - Majorca |
|---|---|
| 20570 - Mathematical Analysis I |
20570 - Mathematical Analysis I |
| 20571 - Linear Algebra I |
20571 - Linear Algebra I |
| 20572 - Fundamentals of Mathematics |
20572 - Fundamentals of Mathematics |
| 20573 - Laboratory of Software and Problems I |
23202 - Laboratory of Software and Problems |
| 20574 - Mathematical Analysis II |
20574 - Mathematical Analysis II |
| 20576 - Laboratory of Software and Problems II |
23206 - Foundations of Probability and Statistics |
| 20592 - Programming (Computer Science I) |
23200 - Programming |
| 20311 - Linear Algebra II |
23201 - Linear Algebra II |
| 20312 - Differential Calculus in Several Variables |
20312 - Differential Calculus in Several Variables |
| 20313 - Topology |
20313 - Topology |
| 20577 - Mathematical Analysis III |
20577 - Mathematical Analysis III |
| 20316 - Numerical Methods I |
20316 - Numerical Methods I |
| 20317 - Integral Calculus with Diverse Variables |
20317 - Integral Calculus with Diverse Variables |
| 20318 - Affine and Metric Geometry |
23203 - Affine and Projective Geometry |
| 20578 - Mathematical Models in Technology |
20578 - Mathematical Models of Technology |
| 20321 - Ordinary Differential Equations |
20321 - Ordinary Differential Equations |
| 20575 - Discrete Mathematics |
23204 - Discrete Mathematics |
| 20315 - Abstract Algebra I |
23205 - Abstract Algebra I |
| 20322 - Differential Geometry |
20322 - Differential Geometry |
| 20324 - Abstract Algebra II |
23208 - Abstract Algebra III |
| 20579 - Probability |
20579 - Probability |
| 20580 - Algorithmics |
20580 - Algorithmics |
| 20327 - Partial Differential Equations |
20327 - Equations in Partial Derivatives |
| 20328 - Functions of Complex Variable |
20328 - Complex Variable Functions |
| 20329 - Introduction to Optimisation |
23210 - Optimisation |
| 20581 - Statistics |
20581 - Statistics |
| 20331 - Geometry and Topology of Manifolds |
23223 - Geometry of Manifolds |
| 20333 - History of Mathematics |
20333 - History of Mathematics |
| 20582 - Data Analysis |
23217 - Multivariate Data Analysis |
| 20583 - Mathematical Models in Physics |
20583 - Mathematical Models in Physics |
| 20342 - Didactics of Mathematics |
23228 - Didactics of Arithmetic and Algebra |
| 20585 - Advanced Mathematical Analysis |
23221 - Functional Analysis |
| 20395 - English for Engineering |
20395 - English for Engineering |
| 20590 - Advanced Algebraic Topology |
23224 - Algebraic Topology |
| 20591 - Advanced Statistics: Statistical Learning |
23219 - Statistical Learning |
| 20586 - Advanced Differential Equations: Dynamical Systems and Chaos |
23220 - Dynamical Systems and Chaos |
| 20334 - Final Degree Project in Mathematics |
20334 - Final Degree Project |
| 20309 - Introduction to Geometry |
year elective credits: 6
credits
|
| 20587 - Advanced Algebra and Discrete Mathematics: Computational Aspects |
year elective credits: 6
credits
|
| 20584 - Advanced Geometry: Introduction to Algebraic Geometry |
Recognition of cultural, sporting and representation activities: 6
credits
|
| 20589 - Advanced Models: Mathematical Information Modelling |
year elective credits: 6
credits
|
|
23207 - Abstract Algebra II |
| 20322 - Differential Geometry |
23209 - Numerical Methods III |
| 20588 - Advanced Numerical Methods |
23230 - Numerical Methods II |