Key Benefits:
In accordance with the provisions of Article 28 of Royal Decree 1393/2007 of 29 October, as amended by Royal Decree 861/2010 of 2 July 2010 laying down the procedure for the amendment of curricula verified, once received the communication from the National Agency for Quality Assessment and Accreditation (ANECA), accepting the modifications presented in the curriculum of the degree of Graduation or Graduation in Mathematics by the University of La Laguna, which was made public by Resolution of 1 December 2011, in the " Bulletin State Officer " of 5 January 2012.
This Rectorate has resolved to order the publication of the amendment of the curriculum, which is structured as set out in the Annex to this Resolution.
The modification of such a curriculum will have effects from the academic year 2013/2014.
La Laguna, May 21, 2015. -Rector, Eduardo Domenech Martinez.
ANNEX
Graduate or Graduate degree curriculum in Mathematics by the University of La Laguna
5. Planning of the teachings.
5.1 Structure of the teachings.
Distribution of credits by type of materials
|
Training (FB) |
60 |
|
(OB) | 132 |
|
Optives (OP) | 24 |
|
Practices external (PE) | 12 |
|
End Work (TFG) | 12 |
|
240 | 240 |
Common Basic Training to the Science Branch (36 ECTS)
| Module | Matter | Allocate | |
|---|---|---|---|
| Basic Training (36 ECTS). | Biology. | Foundations of Biology. | 6 |
|
Physics. |
Physics Foundations. | 6 | |
| Mathematics. | Fundamentals Math I. | 6 | |
| Chemistry. | Chemistry Foundations. | 6 | |
| Informatics. |
| 6 |
Other. | Other. | Other. | Other. Experimental. | 6 |
Non-Common Basic Training (24 ECTS)
| Module | Matter | Allocate | |
|---|---|---|---|
|
Algebra (6 ECTS). | Mathematics. | Mathematics Foundations II. | 6 |
|
differential calculation and integral and complex variable functions (6 ECTS). | Mathematics. | Mathematical Analysis I. | 6 |
| Informatica (6 ECTS). | Informatics. | Informatics. | 6 |
|
Probability and Statistics (6 ECTS). |
Statistics. |
6 | |
|
Total Credits Basic Training | 60 | ||
Required Training
|
| Subjects/Subjects | |
|---|---|---|
| 3 | ||
| 3 The_table_table_izq"> differential and integral calculation and complex variable functions (30 ECTS). |
| |
| 6 | 6 |
6 |
| Mathematical Analysis IV. | 6 | |
|
Mathematical Analysis | 6 | |
| 6 | ||
| differential Equations I. | ||
| Equations II. | 6 | |
| algebraic Structures (18 ECTS). | Algebra. | |
| Theory. | 6 | |
| Galois Theory. |
6 | |
|
Geometry (9 ECTS). | Linear Algebra and End Geometry. | |
|
| 6 | |
| Discrete Math and Optimization (12 ECTS) | discrete math. | 6 |
| . | 6 | |
| Numeric Methods (12 ECTS). | Numeric Methods I. | |
| Numeric Methods II. | 6 | |
|
(6 ECTS). | Modeling. | 6 |
|
Probability and Statistics (12 ECTS). |
| |
| 6 | ||
| 6 |
| |
| 6 | 6 | |
| Topology II. | 6 | |
| Total Required Training Credits | 132 | |
Optives
(1) Itinerary: Statistics and Operational Research (24 ECTS)
| Matter/Allocate | ||
|---|---|---|
| Optives. | multivariate analysis. | 6 |
| Models operational research. | 6 | |
|
| ||
| 6 | 6 |
(2) Itinerary: Pure And Applied Mathematics (48 ECTS)
| Matter/Allocate | ||
|---|---|---|
| Optives. | Switchable Algebra. | 6 |
| Analysis data spectral. | 6 | |
|
| ||
|
6 |
6 | |
|
differential Geometry and applications. | 6 | |
| Mathematics for teaching. |
6 | |
| Methods numeric in partial derivative equations. | 6 | |
|
algebraic topology and applications. | 6 |
(1) The student who chooses the itinerary of Statistics and Operational Research, must exceed the four subjects offered.
(2) The student who opts for the Pure and Applied Mathematics Itinerary must choose four out of the eight subjects offered.
External Practices and End-of-Grade Work
| Matter/Allocate | ||
|---|---|---|
|
External Practices. |
12 | |
|
Work Grade. | End-of-Grade Work. | 12 |
Time Distribution of Grade Subjects in Mathematics
First Course
| Quarter | Second | |||||||
|---|---|---|---|---|---|---|---|---|
|
Type | ETCS | Type | Type | Type | ||||
|
Foundations. | FB | 6 | Experimental Techniques. | FB |
6 | |||
|
Foundations. | FB | 6 |
Statistics. | FB | 6 | |||
| FB | 6 |
FB | FB | 6 | ||||
| FB | 6 |
Mathematical Analysis I. | FB | 6 | ||||
| Fundamentals Mathematics I. | FB | 6 | Mathematics Foundations II. | FB | ||||
Second Course
| Quarter | Second | |||||||
|---|---|---|---|---|---|---|---|---|
|
Type | ECTS | Assigns | Type | Type | ||||
|
Algebra and Geometry Afin. | OB | 6 | Algebra. | OB |
6 | |||
| Mathematical Analysis II. | OB | 6 |
| OB | OB | 6 | ||
| OB Methods I. | OB | 6 |
OB | OB | 6 | |||
|
discrete Math. | OB | 6 |
| OB | 6 | |||
|
I. | OB | 6 | OB | OB | 6 | |||
Third Course
| Quarter | Second | |||||||
|---|---|---|---|---|---|---|---|---|
|
Type | ECTS | Assigns | Type | Type | ||||
|
Mathematical Analysis IV. | OB | 6 | V. Mathematical Analysis | OB |
6 | |||
|
equations I. | OB | 6 |
Differential Equations II. | OB | 6 | |||
|
differential geometry. | OB | 6 | Numeric Methods II. | OB | 6 | |||
|
Inference Statistics. | OB | 6 | Galois Theory. | OB | 6 | |||
| Theory of Groups. | OB | 6 | Topology II. | OB |
6 | |||
Fourth Course
| Quarter | Second | |||||||
|---|---|---|---|---|---|---|---|---|
|
Type | ECTS | Assigns | Type | Type | ||||
| Mathematical Analysis VI. | OB | 6 | Modeling. | OB | 6 | |||
| OP | 6 | (1) Multivariant Analysis. | OP | 6 | ||||
| OP | 6 | (1) Combined Programming. | OP | 6 | ||||
|
(2) Switchable Algebra. | OP | 6 | (2) Data Spectral Analysis. | OP | 6 | |||
| (2) Real and Functional Analysis. | OP | 6 | (2) Algebraic curves. | OP | 6 |
|||
|
(2) Mathematics for Teaching. | OP | 6 | (2) Differential Geometry and Applications. | OP | 6 | |||
|
(2) Algebraic Topology and Applications. | OP | 6 |
(2) Numeric Methods in Partial Derivatives. | OP | 6 | |||
Annual
| Type | |||
|---|---|---|---|
|
| 12 | ||
| OB |
OB |
OB | 12 |
For more information on this curriculum, please consult the website of the University of La Laguna: http://www.ull.es.
