This double degree aims to provide students with a solid training combining the mastery of Physics and Mathematics. Scientific rigour, the capacity for abstraction, logical reasoning and the skills to model and solve physical problems are some of the characteristics provided by this double degree.
Double Bachelor´s Degree in Mathematics and Physics
Duration:
5 academic years
ECTS Number: 360
Seats number: 10
Dean or center director:
ALBERTO CABADA FERNANDEZ
alberto.cabada [at] usc.gal
Title coordinator:
Lucia Lopez Somoza
Coordinator university:
University of Santiago de Compostela
Partaker universities:
University of Santiago de Compostela
The Bachelor’s Degrees in Physics and Mathematics are sufficiently complementary and interrelated to make it viable to design a pathway to obtain the double degree. It is also a fact that all the study plans leading to a Bachelor’s Degree in Physics provide the solid mathematical training required for the degree.
Elements of Probability and Statistics
- G1012101
- Basic Training
- First Semester
- 6 Credits
Introduction to Mathematical Analysis
- G1012102
- Basic Training
- First Semester
- 9 Credits
Mathematical language, sets and numbers
- G1012103
- Basic Training
- First Semester
- 9 Credits
Scientific programming
- G1012104
- Basic Training
- First Semester
- 6 Credits
Linear Algebra
- G1012105
- Basic Training
- Second Semester
- 9 Credits
Derivation and integration of functions of a real variable
- G1012107
- Basic Training
- Second Semester
- 9 Credits
Topology of Euclidean spaces
- G1012108
- Basic Training
- Second Semester
- 6 Credits
General Physics I
- G1031101
- Basic Training
- First Semester
- 6 Credits
General Physics II
- G1031106
- Basic Training
- Second Semester
- 6 Credits
Experimental Techniques I
- G1031110
- Basic Training
- Second Semester
- 6 Credits
Numerical calculation in one variable
- G1012106
- Basic Training
- 6 Credits
Quadratic forms and groups
- G1012221
- Compulsory Credits
- 6 Credits
Differentiation of functions of several real variables
- G1012222
- Compulsory Credits
- 6 Credits
Sequences of functions and integration in several real variables
- G1012223
- Compulsory Credits
- 6 Credits
General topology
- G1012225
- Compulsory Credits
- 6 Credits
Linear geometry
- G1012226
- Compulsory Credits
- 6 Credits
Introduction to ordinary differential equations
- G1012227
- Compulsory Credits
- 6 Credits
Homotopy
- G1012229
- Compulsory Credits
- 6 Credits
Classical Mechanics I
- G1031222
- Compulsory Credits
- 6 Credits
Fundaments of Thermodynamics
- G1031223
- Compulsory Credits
- 6 Credits
Classical Mechanics II
- G1031227
- Compulsory Credits
- 6 Credits
Thermodynamics and Kinetics Theory
- G1031228
- Compulsory Credits
- 6 Credits
Linear and integer programming
- G1012224
- Compulsory Credits
- 6 Credits
Probability and statistics
- G1012228
- Compulsory Credits
- 6 Credits
Numerical matrix analysis
- G1012230
- Compulsory Credits
- 6 Credits
Ordinary Differential Equations
- G1012322
- Compulsory Credits
- 6 Credits
Lebesgue measurement and integration
- G1012323
- Compulsory Credits
- 6 Credits
Curves and surfaces
- G1012324
- Compulsory Credits
- 6 Credits
Fourier series and introduction to partial differential equations
- G1012327
- Compulsory Credits
- 6 Credits
Complex variables
- G1012328
- Compulsory Credits
- 6 Credits
Electromagnetism I
- G1031221
- Compulsory Credits
- 6 Credits
Experimental Techniques II
- G1031225
- Compulsory Credits
- 12 Credits
Electromagnetism II
- G1031226
- Compulsory Credits
- 6 Credits
Classical Mechanics III
- G1031324
- Compulsory Credits
- 4,5 Credits
Algebraic structures
- G1012321
- Compulsory Credits
- 6 Credits
Numerical methods for ordinary differential equations
- G1012325
- Compulsory Credits
- 6 Credits
Algebraic equations
- G1012326
- Compulsory Credits
- 6 Credits
Statistical inference
- G1012329
- Compulsory Credits
- 6 Credits
Intrinsic geometry of surfaces
- G1012330
- Compulsory Credits
- 6 Credits
Numerical Analysis of Partial Differential Equations
- G1012441
- Elective Credits
- 6 Credits
Mathematical astronomy
- G1012442
- Elective Credits
- 6 Credits
History of Mathematics
- G1012443
- Elective Credits
- 6 Credits
Introduction to Functional Analysis
- G1012444
- Elective Credits
- 6 Credits
Numerical Methods in Optimisation
- G1012445
- Elective Credits
- 6 Credits
Regression models
- G1012446
- Elective Credits
- 6 Credits
Differentiable varieties
- G1012447
- Elective Credits
- 6 Credits
Algebra, numbers and geometry
- G1012448
- Elective Credits
- 6 Credits
Statistical learning and optimisation
- G1012449
- Elective Credits
- 6 Credits
Corrector codes and cryptography
- G1012450
- Elective Credits
- 6 Credits
Partial derivative equations
- G1012451
- Elective Credits
- 6 Credits
Numerical simulation workshop
- G1012452
- Elective Credits
- 6 Credits
Game theory
- G1012453
- Elective Credits
- 6 Credits
Algebraic topology
- G1012454
- Elective Credits
- 6 Credits
Optics I
- G1031321
- Compulsory Credits
- 6 Credits
Quantum Physics I
- G1031322
- Compulsory Credits
- 6 Credits
Electrodynamics
- G1031323
- Compulsory Credits
- 4,5 Credits
Experimental Techniques III
- G1031326
- Compulsory Credits
- 9 Credits
Optics II
- G1031327
- Compulsory Credits
- 6 Credits
Quantum Physics II
- G1031328
- Compulsory Credits
- 6 Credits
Nanomagnetism and Nanotechnology
- G1031341
- Elective Credits
- 4,5 Credits
Energy Physics
- G1031342
- Elective Credits
- 4,5 Credits
Gravitation
- G1031344
- Elective Credits
- 4,5 Credits
Laser Technology
- G1031441
- Elective Credits
- 4,5 Credits
Quantum Theory of Fields
- G1031442
- Elective Credits
- 4,5 Credits
Simulation in Material Physics
- G1031443
- Elective Credits
- 4,5 Credits
Soft Material Physics
- G1031444
- Elective Credits
- 4,5 Credits
High Performance Computing for Simulation
- G1031445
- Elective Credits
- 4,5 Credits
Biophysics
- G1031446
- Elective Credits
- 4,5 Credits
Nuclear Physics
- G1031448
- Elective Credits
- 4,5 Credits
Elemental Particles Physics
- G1031449
- Elective Credits
- 4,5 Credits
Superconductors and Superfluids
- G1031450
- Elective Credits
- 4,5 Credits
Medical Physics
- G1031451
- Elective Credits
- 4,5 Credits
Physics of Complex Systems
- G1031452
- Elective Credits
- 4,5 Credits
Advanced Experimental Methods
- G1031454
- Elective Credits
- 4,5 Credits
Final dissertation
- G1012423
- Compulsory Credits
- 12 Credits
Internship
- G1012455
- Elective Credits
- 6 Credits
Statistic Mechanics
- G1031330
- Compulsory Credits
- 4,5 Credits
Quantum Physics III
- G1031421
- Compulsory Credits
- 4,5 Credits
Nuclear Physics and Particles
- G1031422
- Compulsory Credits
- 6 Credits
Solid State Physics
- G1031423
- Compulsory Credits
- 6 Credits
Experimental Techniques IV
- G1031425
- Compulsory Credits
- 6 Credits
Astrophysics and Cosmology
- G1031426
- Compulsory Credits
- 4,5 Credits
Undergraduate dissertation
- G1031427
- Compulsory Credits
- 6 Credits
Professional training placement
- G1031455
- Elective Credits
- 6 Credits
General Physics I
- G1031101
- Basic Training
- First Semester
- 6 Credits
General Physics II
- G1031106
- Basic Training
- Second Semester
- 6 Credits
Experimental Techniques I
- G1031110
- Basic Training
- Second Semester
- 6 Credits
Elements of Probability and Statistics
- G1012101
- Basic Training
- First Semester
- 6 Credits
Introduction to Mathematical Analysis
- G1012102
- Basic Training
- First Semester
- 9 Credits
Mathematical language, sets and numbers
- G1012103
- Basic Training
- First Semester
- 9 Credits
Scientific programming
- G1012104
- Basic Training
- First Semester
- 6 Credits
Linear Algebra
- G1012105
- Basic Training
- Second Semester
- 9 Credits
Numerical calculation in one variable
- G1012106
- Basic Training
- 6 Credits
Derivation and integration of functions of a real variable
- G1012107
- Basic Training
- Second Semester
- 9 Credits
Topology of Euclidean spaces
- G1012108
- Basic Training
- Second Semester
- 6 Credits
Electromagnetism I
- G1031221
- Compulsory Credits
- 6 Credits
Classical Mechanics I
- G1031222
- Compulsory Credits
- 6 Credits
Fundaments of Thermodynamics
- G1031223
- Compulsory Credits
- 6 Credits
Experimental Techniques II
- G1031225
- Compulsory Credits
- 12 Credits
Electromagnetism II
- G1031226
- Compulsory Credits
- 6 Credits
Classical Mechanics II
- G1031227
- Compulsory Credits
- 6 Credits
Thermodynamics and Kinetics Theory
- G1031228
- Compulsory Credits
- 6 Credits
Optics I
- G1031321
- Compulsory Credits
- 6 Credits
Quantum Physics I
- G1031322
- Compulsory Credits
- 6 Credits
Electrodynamics
- G1031323
- Compulsory Credits
- 4,5 Credits
Classical Mechanics III
- G1031324
- Compulsory Credits
- 4,5 Credits
Experimental Techniques III
- G1031326
- Compulsory Credits
- 9 Credits
Optics II
- G1031327
- Compulsory Credits
- 6 Credits
Quantum Physics II
- G1031328
- Compulsory Credits
- 6 Credits
Statistic Mechanics
- G1031330
- Compulsory Credits
- 4,5 Credits
Quantum Physics III
- G1031421
- Compulsory Credits
- 4,5 Credits
Nuclear Physics and Particles
- G1031422
- Compulsory Credits
- 6 Credits
Solid State Physics
- G1031423
- Compulsory Credits
- 6 Credits
Experimental Techniques IV
- G1031425
- Compulsory Credits
- 6 Credits
Astrophysics and Cosmology
- G1031426
- Compulsory Credits
- 4,5 Credits
Quadratic forms and groups
- G1012221
- Compulsory Credits
- 6 Credits
Differentiation of functions of several real variables
- G1012222
- Compulsory Credits
- 6 Credits
Sequences of functions and integration in several real variables
- G1012223
- Compulsory Credits
- 6 Credits
Linear and integer programming
- G1012224
- Compulsory Credits
- 6 Credits
General topology
- G1012225
- Compulsory Credits
- 6 Credits
Linear geometry
- G1012226
- Compulsory Credits
- 6 Credits
Introduction to ordinary differential equations
- G1012227
- Compulsory Credits
- 6 Credits
Probability and statistics
- G1012228
- Compulsory Credits
- 6 Credits
Homotopy
- G1012229
- Compulsory Credits
- 6 Credits
Numerical matrix analysis
- G1012230
- Compulsory Credits
- 6 Credits
Algebraic structures
- G1012321
- Compulsory Credits
- 6 Credits
Ordinary Differential Equations
- G1012322
- Compulsory Credits
- 6 Credits
Lebesgue measurement and integration
- G1012323
- Compulsory Credits
- 6 Credits
Curves and surfaces
- G1012324
- Compulsory Credits
- 6 Credits
Numerical methods for ordinary differential equations
- G1012325
- Compulsory Credits
- 6 Credits
Algebraic equations
- G1012326
- Compulsory Credits
- 6 Credits
Fourier series and introduction to partial differential equations
- G1012327
- Compulsory Credits
- 6 Credits
Complex variables
- G1012328
- Compulsory Credits
- 6 Credits
Statistical inference
- G1012329
- Compulsory Credits
- 6 Credits
Intrinsic geometry of surfaces
- G1012330
- Compulsory Credits
- 6 Credits
Nanomagnetism and Nanotechnology
- G1031341
- Elective Credits
- 4,5 Credits
Energy Physics
- G1031342
- Elective Credits
- 4,5 Credits
Gravitation
- G1031344
- Elective Credits
- 4,5 Credits
Laser Technology
- G1031441
- Elective Credits
- 4,5 Credits
Quantum Theory of Fields
- G1031442
- Elective Credits
- 4,5 Credits
Simulation in Material Physics
- G1031443
- Elective Credits
- 4,5 Credits
Soft Material Physics
- G1031444
- Elective Credits
- 4,5 Credits
High Performance Computing for Simulation
- G1031445
- Elective Credits
- 4,5 Credits
Biophysics
- G1031446
- Elective Credits
- 4,5 Credits
Nuclear Physics
- G1031448
- Elective Credits
- 4,5 Credits
Elemental Particles Physics
- G1031449
- Elective Credits
- 4,5 Credits
Superconductors and Superfluids
- G1031450
- Elective Credits
- 4,5 Credits
Medical Physics
- G1031451
- Elective Credits
- 4,5 Credits
Physics of Complex Systems
- G1031452
- Elective Credits
- 4,5 Credits
Advanced Experimental Methods
- G1031454
- Elective Credits
- 4,5 Credits
Numerical Analysis of Partial Differential Equations
- G1012441
- Elective Credits
- 6 Credits
Mathematical astronomy
- G1012442
- Elective Credits
- 6 Credits
History of Mathematics
- G1012443
- Elective Credits
- 6 Credits
Introduction to Functional Analysis
- G1012444
- Elective Credits
- 6 Credits
Numerical Methods in Optimisation
- G1012445
- Elective Credits
- 6 Credits
Regression models
- G1012446
- Elective Credits
- 6 Credits
Differentiable varieties
- G1012447
- Elective Credits
- 6 Credits
Algebra, numbers and geometry
- G1012448
- Elective Credits
- 6 Credits
Statistical learning and optimisation
- G1012449
- Elective Credits
- 6 Credits
Corrector codes and cryptography
- G1012450
- Elective Credits
- 6 Credits
Partial derivative equations
- G1012451
- Elective Credits
- 6 Credits
Numerical simulation workshop
- G1012452
- Elective Credits
- 6 Credits
Game theory
- G1012453
- Elective Credits
- 6 Credits
Algebraic topology
- G1012454
- Elective Credits
- 6 Credits
Undergraduate dissertation
- G1031427
- Compulsory Credits
- 6 Credits
Professional training placement
- G1031455
- Elective Credits
- 6 Credits
Final dissertation
- G1012423
- Compulsory Credits
- 12 Credits
Internship
- G1012455
- Elective Credits
- 6 Credits
1.- El estudiantado 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.
The USC has a programme of student tutors for Bachelor’s degrees, so that students in their final years, after receiving training provided by the University, carry out orientation tasks for students who are beginning their studies.
Information on the student tutor programme:
Tutoring programme
When an official degree is suspended, the USC guarantees the effective development of the studies started by its students until their completion. To this end, the Governing Council approves the criteria related, among others, to:
• The admission of new enrolments in the degree programme.
• The gradual suppression of teaching.
• If the extinct degree is replaced by another similar one (modifying the nature of the degree), it establishes the conditions that facilitate students’ continuity of studies in the new degree and the equivalences between the subjects of one and the other plan.
The general requirements for access to degree programmes are set out in article 15 of Royal Decree 822/2021, of 28 September, which establishes the organisation of university education and the procedure for quality assurance. More information can be found at the following link:
Access to Degree
In addition, the USC has a University Information Office (OIU) https://www.usc.gal/en/node/44321 , through which specific queries are answered.
This double Bachelor’s Degree aims to provide students with the rigour, capacity for abstraction and logical reasoning that characterises mathematical thinking while acquiring the necessary skills to develop models applied to the resolution of physical problems.
Experimental and computational training will provide them with tools to verify the validity of the proposed models, as well as evidence for the development of others.
See the information on each degree
See the information on each degree
See the information on each degree
Mobility
The mobility of own and host students is regulated at the USC by the Regulations on Inter-University Student Exchanges, approved by the Governing Council on 26.10.2012, and amended in 2019, the content of which can be consulted at the following link:
https://www.usc.gal/en/institucional/goberno/area/normativa/alumnado
The set of competences acquired from the two degrees will provide these students with an even more versatile profile, broadening the fields in which they can develop professionally by having access to the labour market of mathematicians and physicists.
In order to accredit that students have acquired the competences established in the two degrees, two Final Dissertations will be carried out, which will be governed by the general regulations and those of each centre. An attempt will be made to ensure that there is a relationship between the subject matter of the two Final Dissertations with a view to greater integration of the studies.
In addition, an attempt will be made to offer subjects that involve collaborative lines of research between the two degrees and will be co-directed, whenever possible, by Chemistry and Biology lecturers; the aim is to guarantee initiation in research from the complementary perspective of the two disciplines.
Duration:
5 academic years
ECTS Number: 360
Seats number: 10
Dean or center director:
ALBERTO CABADA FERNANDEZ
alberto.cabada [at] usc.gal
Title coordinator:
Lucia Lopez Somoza
Coordinator university:
University of Santiago de Compostela
Partaker universities:
University of Santiago de Compostela
The Bachelor’s Degrees in Physics and Mathematics are sufficiently complementary and interrelated to make it viable to design a pathway to obtain the double degree. It is also a fact that all the study plans leading to a Bachelor’s Degree in Physics provide the solid mathematical training required for the degree.
Elements of Probability and Statistics
- G1012101
- Basic Training
- First Semester
- 6 Credits
Introduction to Mathematical Analysis
- G1012102
- Basic Training
- First Semester
- 9 Credits
Mathematical language, sets and numbers
- G1012103
- Basic Training
- First Semester
- 9 Credits
Scientific programming
- G1012104
- Basic Training
- First Semester
- 6 Credits
Linear Algebra
- G1012105
- Basic Training
- Second Semester
- 9 Credits
Derivation and integration of functions of a real variable
- G1012107
- Basic Training
- Second Semester
- 9 Credits
Topology of Euclidean spaces
- G1012108
- Basic Training
- Second Semester
- 6 Credits
General Physics I
- G1031101
- Basic Training
- First Semester
- 6 Credits
General Physics II
- G1031106
- Basic Training
- Second Semester
- 6 Credits
Experimental Techniques I
- G1031110
- Basic Training
- Second Semester
- 6 Credits
Numerical calculation in one variable
- G1012106
- Basic Training
- 6 Credits
Quadratic forms and groups
- G1012221
- Compulsory Credits
- 6 Credits
Differentiation of functions of several real variables
- G1012222
- Compulsory Credits
- 6 Credits
Sequences of functions and integration in several real variables
- G1012223
- Compulsory Credits
- 6 Credits
General topology
- G1012225
- Compulsory Credits
- 6 Credits
Linear geometry
- G1012226
- Compulsory Credits
- 6 Credits
Introduction to ordinary differential equations
- G1012227
- Compulsory Credits
- 6 Credits
Homotopy
- G1012229
- Compulsory Credits
- 6 Credits
Classical Mechanics I
- G1031222
- Compulsory Credits
- 6 Credits
Fundaments of Thermodynamics
- G1031223
- Compulsory Credits
- 6 Credits
Classical Mechanics II
- G1031227
- Compulsory Credits
- 6 Credits
Thermodynamics and Kinetics Theory
- G1031228
- Compulsory Credits
- 6 Credits
Linear and integer programming
- G1012224
- Compulsory Credits
- 6 Credits
Probability and statistics
- G1012228
- Compulsory Credits
- 6 Credits
Numerical matrix analysis
- G1012230
- Compulsory Credits
- 6 Credits
Ordinary Differential Equations
- G1012322
- Compulsory Credits
- 6 Credits
Lebesgue measurement and integration
- G1012323
- Compulsory Credits
- 6 Credits
Curves and surfaces
- G1012324
- Compulsory Credits
- 6 Credits
Fourier series and introduction to partial differential equations
- G1012327
- Compulsory Credits
- 6 Credits
Complex variables
- G1012328
- Compulsory Credits
- 6 Credits
Electromagnetism I
- G1031221
- Compulsory Credits
- 6 Credits
Experimental Techniques II
- G1031225
- Compulsory Credits
- 12 Credits
Electromagnetism II
- G1031226
- Compulsory Credits
- 6 Credits
Classical Mechanics III
- G1031324
- Compulsory Credits
- 4,5 Credits
Algebraic structures
- G1012321
- Compulsory Credits
- 6 Credits
Numerical methods for ordinary differential equations
- G1012325
- Compulsory Credits
- 6 Credits
Algebraic equations
- G1012326
- Compulsory Credits
- 6 Credits
Statistical inference
- G1012329
- Compulsory Credits
- 6 Credits
Intrinsic geometry of surfaces
- G1012330
- Compulsory Credits
- 6 Credits
Numerical Analysis of Partial Differential Equations
- G1012441
- Elective Credits
- 6 Credits
Mathematical astronomy
- G1012442
- Elective Credits
- 6 Credits
History of Mathematics
- G1012443
- Elective Credits
- 6 Credits
Introduction to Functional Analysis
- G1012444
- Elective Credits
- 6 Credits
Numerical Methods in Optimisation
- G1012445
- Elective Credits
- 6 Credits
Regression models
- G1012446
- Elective Credits
- 6 Credits
Differentiable varieties
- G1012447
- Elective Credits
- 6 Credits
Algebra, numbers and geometry
- G1012448
- Elective Credits
- 6 Credits
Statistical learning and optimisation
- G1012449
- Elective Credits
- 6 Credits
Corrector codes and cryptography
- G1012450
- Elective Credits
- 6 Credits
Partial derivative equations
- G1012451
- Elective Credits
- 6 Credits
Numerical simulation workshop
- G1012452
- Elective Credits
- 6 Credits
Game theory
- G1012453
- Elective Credits
- 6 Credits
Algebraic topology
- G1012454
- Elective Credits
- 6 Credits
Optics I
- G1031321
- Compulsory Credits
- 6 Credits
Quantum Physics I
- G1031322
- Compulsory Credits
- 6 Credits
Electrodynamics
- G1031323
- Compulsory Credits
- 4,5 Credits
Experimental Techniques III
- G1031326
- Compulsory Credits
- 9 Credits
Optics II
- G1031327
- Compulsory Credits
- 6 Credits
Quantum Physics II
- G1031328
- Compulsory Credits
- 6 Credits
Nanomagnetism and Nanotechnology
- G1031341
- Elective Credits
- 4,5 Credits
Energy Physics
- G1031342
- Elective Credits
- 4,5 Credits
Gravitation
- G1031344
- Elective Credits
- 4,5 Credits
Laser Technology
- G1031441
- Elective Credits
- 4,5 Credits
Quantum Theory of Fields
- G1031442
- Elective Credits
- 4,5 Credits
Simulation in Material Physics
- G1031443
- Elective Credits
- 4,5 Credits
Soft Material Physics
- G1031444
- Elective Credits
- 4,5 Credits
High Performance Computing for Simulation
- G1031445
- Elective Credits
- 4,5 Credits
Biophysics
- G1031446
- Elective Credits
- 4,5 Credits
Nuclear Physics
- G1031448
- Elective Credits
- 4,5 Credits
Elemental Particles Physics
- G1031449
- Elective Credits
- 4,5 Credits
Superconductors and Superfluids
- G1031450
- Elective Credits
- 4,5 Credits
Medical Physics
- G1031451
- Elective Credits
- 4,5 Credits
Physics of Complex Systems
- G1031452
- Elective Credits
- 4,5 Credits
Advanced Experimental Methods
- G1031454
- Elective Credits
- 4,5 Credits
Final dissertation
- G1012423
- Compulsory Credits
- 12 Credits
Internship
- G1012455
- Elective Credits
- 6 Credits
Statistic Mechanics
- G1031330
- Compulsory Credits
- 4,5 Credits
Quantum Physics III
- G1031421
- Compulsory Credits
- 4,5 Credits
Nuclear Physics and Particles
- G1031422
- Compulsory Credits
- 6 Credits
Solid State Physics
- G1031423
- Compulsory Credits
- 6 Credits
Experimental Techniques IV
- G1031425
- Compulsory Credits
- 6 Credits
Astrophysics and Cosmology
- G1031426
- Compulsory Credits
- 4,5 Credits
Undergraduate dissertation
- G1031427
- Compulsory Credits
- 6 Credits
Professional training placement
- G1031455
- Elective Credits
- 6 Credits
General Physics I
- G1031101
- Basic Training
- First Semester
- 6 Credits
General Physics II
- G1031106
- Basic Training
- Second Semester
- 6 Credits
Experimental Techniques I
- G1031110
- Basic Training
- Second Semester
- 6 Credits
Elements of Probability and Statistics
- G1012101
- Basic Training
- First Semester
- 6 Credits
Introduction to Mathematical Analysis
- G1012102
- Basic Training
- First Semester
- 9 Credits
Mathematical language, sets and numbers
- G1012103
- Basic Training
- First Semester
- 9 Credits
Scientific programming
- G1012104
- Basic Training
- First Semester
- 6 Credits
Linear Algebra
- G1012105
- Basic Training
- Second Semester
- 9 Credits
Numerical calculation in one variable
- G1012106
- Basic Training
- 6 Credits
Derivation and integration of functions of a real variable
- G1012107
- Basic Training
- Second Semester
- 9 Credits
Topology of Euclidean spaces
- G1012108
- Basic Training
- Second Semester
- 6 Credits
Electromagnetism I
- G1031221
- Compulsory Credits
- 6 Credits
Classical Mechanics I
- G1031222
- Compulsory Credits
- 6 Credits
Fundaments of Thermodynamics
- G1031223
- Compulsory Credits
- 6 Credits
Experimental Techniques II
- G1031225
- Compulsory Credits
- 12 Credits
Electromagnetism II
- G1031226
- Compulsory Credits
- 6 Credits
Classical Mechanics II
- G1031227
- Compulsory Credits
- 6 Credits
Thermodynamics and Kinetics Theory
- G1031228
- Compulsory Credits
- 6 Credits
Optics I
- G1031321
- Compulsory Credits
- 6 Credits
Quantum Physics I
- G1031322
- Compulsory Credits
- 6 Credits
Electrodynamics
- G1031323
- Compulsory Credits
- 4,5 Credits
Classical Mechanics III
- G1031324
- Compulsory Credits
- 4,5 Credits
Experimental Techniques III
- G1031326
- Compulsory Credits
- 9 Credits
Optics II
- G1031327
- Compulsory Credits
- 6 Credits
Quantum Physics II
- G1031328
- Compulsory Credits
- 6 Credits
Statistic Mechanics
- G1031330
- Compulsory Credits
- 4,5 Credits
Quantum Physics III
- G1031421
- Compulsory Credits
- 4,5 Credits
Nuclear Physics and Particles
- G1031422
- Compulsory Credits
- 6 Credits
Solid State Physics
- G1031423
- Compulsory Credits
- 6 Credits
Experimental Techniques IV
- G1031425
- Compulsory Credits
- 6 Credits
Astrophysics and Cosmology
- G1031426
- Compulsory Credits
- 4,5 Credits
Quadratic forms and groups
- G1012221
- Compulsory Credits
- 6 Credits
Differentiation of functions of several real variables
- G1012222
- Compulsory Credits
- 6 Credits
Sequences of functions and integration in several real variables
- G1012223
- Compulsory Credits
- 6 Credits
Linear and integer programming
- G1012224
- Compulsory Credits
- 6 Credits
General topology
- G1012225
- Compulsory Credits
- 6 Credits
Linear geometry
- G1012226
- Compulsory Credits
- 6 Credits
Introduction to ordinary differential equations
- G1012227
- Compulsory Credits
- 6 Credits
Probability and statistics
- G1012228
- Compulsory Credits
- 6 Credits
Homotopy
- G1012229
- Compulsory Credits
- 6 Credits
Numerical matrix analysis
- G1012230
- Compulsory Credits
- 6 Credits
Algebraic structures
- G1012321
- Compulsory Credits
- 6 Credits
Ordinary Differential Equations
- G1012322
- Compulsory Credits
- 6 Credits
Lebesgue measurement and integration
- G1012323
- Compulsory Credits
- 6 Credits
Curves and surfaces
- G1012324
- Compulsory Credits
- 6 Credits
Numerical methods for ordinary differential equations
- G1012325
- Compulsory Credits
- 6 Credits
Algebraic equations
- G1012326
- Compulsory Credits
- 6 Credits
Fourier series and introduction to partial differential equations
- G1012327
- Compulsory Credits
- 6 Credits
Complex variables
- G1012328
- Compulsory Credits
- 6 Credits
Statistical inference
- G1012329
- Compulsory Credits
- 6 Credits
Intrinsic geometry of surfaces
- G1012330
- Compulsory Credits
- 6 Credits
Nanomagnetism and Nanotechnology
- G1031341
- Elective Credits
- 4,5 Credits
Energy Physics
- G1031342
- Elective Credits
- 4,5 Credits
Gravitation
- G1031344
- Elective Credits
- 4,5 Credits
Laser Technology
- G1031441
- Elective Credits
- 4,5 Credits
Quantum Theory of Fields
- G1031442
- Elective Credits
- 4,5 Credits
Simulation in Material Physics
- G1031443
- Elective Credits
- 4,5 Credits
Soft Material Physics
- G1031444
- Elective Credits
- 4,5 Credits
High Performance Computing for Simulation
- G1031445
- Elective Credits
- 4,5 Credits
Biophysics
- G1031446
- Elective Credits
- 4,5 Credits
Nuclear Physics
- G1031448
- Elective Credits
- 4,5 Credits
Elemental Particles Physics
- G1031449
- Elective Credits
- 4,5 Credits
Superconductors and Superfluids
- G1031450
- Elective Credits
- 4,5 Credits
Medical Physics
- G1031451
- Elective Credits
- 4,5 Credits
Physics of Complex Systems
- G1031452
- Elective Credits
- 4,5 Credits
Advanced Experimental Methods
- G1031454
- Elective Credits
- 4,5 Credits
Numerical Analysis of Partial Differential Equations
- G1012441
- Elective Credits
- 6 Credits
Mathematical astronomy
- G1012442
- Elective Credits
- 6 Credits
History of Mathematics
- G1012443
- Elective Credits
- 6 Credits
Introduction to Functional Analysis
- G1012444
- Elective Credits
- 6 Credits
Numerical Methods in Optimisation
- G1012445
- Elective Credits
- 6 Credits
Regression models
- G1012446
- Elective Credits
- 6 Credits
Differentiable varieties
- G1012447
- Elective Credits
- 6 Credits
Algebra, numbers and geometry
- G1012448
- Elective Credits
- 6 Credits
Statistical learning and optimisation
- G1012449
- Elective Credits
- 6 Credits
Corrector codes and cryptography
- G1012450
- Elective Credits
- 6 Credits
Partial derivative equations
- G1012451
- Elective Credits
- 6 Credits
Numerical simulation workshop
- G1012452
- Elective Credits
- 6 Credits
Game theory
- G1012453
- Elective Credits
- 6 Credits
Algebraic topology
- G1012454
- Elective Credits
- 6 Credits
Undergraduate dissertation
- G1031427
- Compulsory Credits
- 6 Credits
Professional training placement
- G1031455
- Elective Credits
- 6 Credits
Final dissertation
- G1012423
- Compulsory Credits
- 12 Credits
Internship
- G1012455
- Elective Credits
- 6 Credits
1.- El estudiantado 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.
The USC has a programme of student tutors for Bachelor’s degrees, so that students in their final years, after receiving training provided by the University, carry out orientation tasks for students who are beginning their studies.
Information on the student tutor programme:
Tutoring programme
When an official degree is suspended, the USC guarantees the effective development of the studies started by its students until their completion. To this end, the Governing Council approves the criteria related, among others, to:
• The admission of new enrolments in the degree programme.
• The gradual suppression of teaching.
• If the extinct degree is replaced by another similar one (modifying the nature of the degree), it establishes the conditions that facilitate students’ continuity of studies in the new degree and the equivalences between the subjects of one and the other plan.
The general requirements for access to degree programmes are set out in article 15 of Royal Decree 822/2021, of 28 September, which establishes the organisation of university education and the procedure for quality assurance. More information can be found at the following link:
Access to Degree
In addition, the USC has a University Information Office (OIU) https://www.usc.gal/en/node/44321 , through which specific queries are answered.
This double Bachelor’s Degree aims to provide students with the rigour, capacity for abstraction and logical reasoning that characterises mathematical thinking while acquiring the necessary skills to develop models applied to the resolution of physical problems.
Experimental and computational training will provide them with tools to verify the validity of the proposed models, as well as evidence for the development of others.
See the information on each degree
See the information on each degree
See the information on each degree
Mobility
The mobility of own and host students is regulated at the USC by the Regulations on Inter-University Student Exchanges, approved by the Governing Council on 26.10.2012, and amended in 2019, the content of which can be consulted at the following link:
https://www.usc.gal/en/institucional/goberno/area/normativa/alumnado
The set of competences acquired from the two degrees will provide these students with an even more versatile profile, broadening the fields in which they can develop professionally by having access to the labour market of mathematicians and physicists.
In order to accredit that students have acquired the competences established in the two degrees, two Final Dissertations will be carried out, which will be governed by the general regulations and those of each centre. An attempt will be made to ensure that there is a relationship between the subject matter of the two Final Dissertations with a view to greater integration of the studies.
In addition, an attempt will be made to offer subjects that involve collaborative lines of research between the two degrees and will be co-directed, whenever possible, by Chemistry and Biology lecturers; the aim is to guarantee initiation in research from the complementary perspective of the two disciplines.