Optional Credits and Credits Recognition

Credits recognition

There are subjects from both degrees that you do not have to take if you are in the double itinerary: they are recognized through the equivalency tables stipulated according to their contents and competences.

In the following tables, the subjects of the left column are taken in the double itinerary, while the ones on the right are recognized in the Mathematics degree (so you do not have to take them).

 

Optative credits

The double Degree of Mathematics itinerary – Degree of Physics contains 12 credits of optional type, 6 optional mathematics credits and 6 optional Physics credits.

 

Recognition from the double itinerary to the DEGREE OF MATHEMATICS

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RECOGNITION FROM THE DOUBLE ITINERARY TO THE DEGREE OF MATHEMATICS
Double itinerary Mathematics Degree
Foundations of Mechanics Physics (FB)
Quantum Physics Quantum Physics (OTM)
Electrodynamics Electrodynamics(OTM)
Theoretical Mechanics Theoretical Mechanics (OTM)
Astrophysics and Cosmology Astrophysics and Cosmology (OTM)
Quantum Mechanics Quantum Mechanics (OTM)
Statistical Physics Statistical Physics (OTM)
Fundamentals Of Waves Fluids and Thermodynamics
Basics of Laboratory
Differential equations and Vector Calculus
Mechanics
Numerical Methods for Physics II
Meteorology and Climatology
 Aritmethics(FB)
Basics of Programming (FB)
Data Analysis and Introduction to Probability (FB)
Numerical Methods II (OB)
Modelling (OB)

 

 

Recognition from the double itineray to the DEGREE OF PHYSICS

RECOGNITION OF THE DOUBLE ROUTE TO THE DEGREE IN PHYSICS
Double Itinerary Degree in Physics
Linear Algebra Linear Algebra and Geometry
Complex Analysis Mathematical Methods for Physics I

Introduction to Differential Calculus

Introduction to Integral Calculus

 Calculus in one Variable
Algebraic structures Algebraic structures
Differential Geometry of Curves and Surfaces Differential Geometry of Curves and Surfaces
Topology Topology
Topology and Global Geometry of Surfaces Topology and Global Geometry of Surfaces

Language and Mathematical Reasoning

Scientific Programming

Integral Calculus in Several Variables

Numerical Methods I

Probabilities

Statistics

Differential Calculus in Several Variables

Chemistry

Computational Physics

Laboratory of Modern Physics

Collective Phenomena and Phase Transitions

Computer Science

Calculus  in Several Variables

 

ATTENTION:

Recognition of credits must be requested from the secretary of the Faculty of Mathematics and Computer Science, when all grades are on the file, preferably in the last year. You can find more information HERE