Read the untranslated law here: http://www.boe.es/buscar/doc.php?id=BOE-A-2015-2667

Obtained the verification of the plan of studies by the Council of universities, prior report favorable of the Agency Andalusian of the knowledge, and declared the character official of the title by agreement of the Council of Ministers of 1 of October of 2010 (published by resolution of the Secretary of State's universities of the 18, in the BOE No. 273 of 11 of November), this Rector's Office in accordance with the provisions of article 35 of the organic law 6/2001, of universities, in the wording given by the organic law 4/2007, it has resolved proceed to rectification of the publication of the curriculum leading to the official degree of Bachelor in mathematics, published in the official State Gazette number 43 on February 19, 2011.

The plan of studies to is concerns the present resolution will be structured as figure in the annex I of the same.

Almeria, 20 of February of 2015.-the Rector, Pedro Roque Molina Garcia.

ANNEX I University of Almería Centre: Faculty of experimental sciences.

Plan of studies leading to graduating in mathematics.

Branch of knowledge: science.

Course of implementation: 2010-11.

Certification expires: Bachelor's degree in mathematics (BOE number 174 of 22 July 1999).

General distribution of the curriculum in ECTS credits, by subject: character of material credits ECTS training basic (FB) 60 mandatory (OB) 150 electives (OP) 12 practices external (PE) 6 work end of degree (GFR) 12 Total 240 structure of the Plan of studies degree in mathematics: modules, materials and subjects: ECTS module name module name matter subjects ECTS courses nature of matter and annex II RD1393/07 ECTS matter 42 mathematics branch.

Algebra Lineal and geometry I.

Elementary Geometry.

6 Basic.

12 algebra lineal.

6 calculus Infinitesimal.

Mathematical analysis.

12 Basic.

12. basics of mathematics.

Elements basic of mathematics.

6 mandatory.

6 basic Algebra structures.

Basic structures of the algebra.

6 Basic.

6 introduction to the probability and to the statistics.

Introduction to probability and statistics.

6 Basic.

6 12 computer.

Computing.

Programming of computers.

12 Basic.

12

12

Física.

Physics.

Physics I.

6 Basic.

12. physics II.

6 24 mathematical analysis.

Calculating differential and Integral and functions of a complex Variable.

Differential and integral calculus.

12 mandatory.

24 vector analysis.

6 analysis complex.

6 12 structures algebraic and mathematics discrete.

Algebraic structures.

Groups, rings, and bodies.

6 mandatory.

6. discrete mathematics.

Discrete mathematics.

6 mandatory.

6 24 linear algebra, geometry and typology.

Linear algebra and geometry II.

Affine geometry.

6 mandatory.

6 topology and geometry differential.

Topology.

6 mandatory.

18. differential geometry of curves and surfaces.

6 introduction to the topology algebraic.

6 12 equations differential.

Equations differential.

Equations differential I.

6 mandatory.

12 equations differential II.

6 12 probability and statistics.

Probability and statistics.

Probability.

6 mandatory.

12. statistics.

6 12 numerical methods.

Numerical methods.

Numerical methods I.

6 mandatory.

12. numerical methods II.

6 12 optimization and modeling.

Modelling.

Modelling.

6 mandatory.

6 Optimization.

Optimization.

6 mandatory.

6 12 mathematical Fundamental.

Functional analysis.

Functional analysis.

6 mandatory.

6. Global geometry of surfaces.

Global geometry of surfaces.

6 mandatory.

6 12 equations in partial derivatives and numerical simulation.

Partial differential equations.

Equations of mathematical physics.

6 mandatory.

6. numerical simulation.

Numerical simulation.

6 optional.

6 12 mathematical computing.

Intelligent systems.

Intelligent systems.

6 mandatory.

6 number theory and computational Algebra.

Theory of numbers and algebra computational.

6 mandatory.

6 12 statistics applied.

Analysis of data.

Analysis of data.

6 optional.

6 design of experiments and models of regression.

Design of experiments and models of regression.

6 mandatory.

6 12 practices external.

Economics mathematics and techniques of Decision.

Economics mathematics and techniques of decision.

6 mandatory.

6 practice outside.

Externships.

6. external practices.

6 12 mathematical informative.

Astronomy.

Astronomy.

6 optional.

6. recreational mathematics.

Recreational mathematics.

6 optional.

6 12 end of degree work.

End of degree work.

End of degree work.

12. end of degree work.

12. temporary structure by subject of the Plan of studies degree in mathematics: course materials character of the basic structures of the Algebra 1 ECTS material.

Basic 6 Linear Algebra and geometry I.

Basic 12 basic elements of mathematics.

6 OB Infinitesimal Calculus.

Basic 12 computer.

Basic 12 introduction to probability and statistics.

Basic physics 6.

Basic 6 2nd differential calculus and Integral and functions of a complex Variable.

OB

18

Linear algebra and geometry II.

OB 6 topology and differential geometry.

OB 6 mathematical recreation.

OP 6 astronomy.

Discrete mathematics 6 OP.

OB 6 systems intelligent.

OB

6

Física.

Basic 6 probability and statistics.

OB 6 3rd structures algebraic.

OB 6 probability and statistics.

OB 6 numerical methods.

OB 12 differential equations.

OB 12 calculus differential and Integral and functions of Variable complex.

OB 6 topology and differential geometry.

OB 6 design of experiments and models of regression.

OB 6 Optimization.

6 OB 4th functional analysis.

OB 6 topology and differential geometry.

6 OB number theory and computational Algebra.

OB 6 partial differential equations.

6 OB end of degree work.

TFG 12 modeling.

6 OB Global geometry of surfaces.

6 OB numerical simulation.

OP 6 analysis of data.

6 OP mathematical economics and Decision techniques.

OB 6 external practices.

PE

6

The plan of studies to is concerns the present resolution will be structured as figure in the annex I of the same.

Almeria, 20 of February of 2015.-the Rector, Pedro Roque Molina Garcia.

ANNEX I University of Almería Centre: Faculty of experimental sciences.

Plan of studies leading to graduating in mathematics.

Branch of knowledge: science.

Course of implementation: 2010-11.

Certification expires: Bachelor's degree in mathematics (BOE number 174 of 22 July 1999).

General distribution of the curriculum in ECTS credits, by subject: character of material credits ECTS training basic (FB) 60 mandatory (OB) 150 electives (OP) 12 practices external (PE) 6 work end of degree (GFR) 12 Total 240 structure of the Plan of studies degree in mathematics: modules, materials and subjects: ECTS module name module name matter subjects ECTS courses nature of matter and annex II RD1393/07 ECTS matter 42 mathematics branch.

Algebra Lineal and geometry I.

Elementary Geometry.

6 Basic.

12 algebra lineal.

6 calculus Infinitesimal.

Mathematical analysis.

12 Basic.

12. basics of mathematics.

Elements basic of mathematics.

6 mandatory.

6 basic Algebra structures.

Basic structures of the algebra.

6 Basic.

6 introduction to the probability and to the statistics.

Introduction to probability and statistics.

6 Basic.

6 12 computer.

Computing.

Programming of computers.

12 Basic.

12

12

Física.

Physics.

Physics I.

6 Basic.

12. physics II.

6 24 mathematical analysis.

Calculating differential and Integral and functions of a complex Variable.

Differential and integral calculus.

12 mandatory.

24 vector analysis.

6 analysis complex.

6 12 structures algebraic and mathematics discrete.

Algebraic structures.

Groups, rings, and bodies.

6 mandatory.

6. discrete mathematics.

Discrete mathematics.

6 mandatory.

6 24 linear algebra, geometry and typology.

Linear algebra and geometry II.

Affine geometry.

6 mandatory.

6 topology and geometry differential.

Topology.

6 mandatory.

18. differential geometry of curves and surfaces.

6 introduction to the topology algebraic.

6 12 equations differential.

Equations differential.

Equations differential I.

6 mandatory.

12 equations differential II.

6 12 probability and statistics.

Probability and statistics.

Probability.

6 mandatory.

12. statistics.

6 12 numerical methods.

Numerical methods.

Numerical methods I.

6 mandatory.

12. numerical methods II.

6 12 optimization and modeling.

Modelling.

Modelling.

6 mandatory.

6 Optimization.

Optimization.

6 mandatory.

6 12 mathematical Fundamental.

Functional analysis.

Functional analysis.

6 mandatory.

6. Global geometry of surfaces.

Global geometry of surfaces.

6 mandatory.

6 12 equations in partial derivatives and numerical simulation.

Partial differential equations.

Equations of mathematical physics.

6 mandatory.

6. numerical simulation.

Numerical simulation.

6 optional.

6 12 mathematical computing.

Intelligent systems.

Intelligent systems.

6 mandatory.

6 number theory and computational Algebra.

Theory of numbers and algebra computational.

6 mandatory.

6 12 statistics applied.

Analysis of data.

Analysis of data.

6 optional.

6 design of experiments and models of regression.

Design of experiments and models of regression.

6 mandatory.

6 12 practices external.

Economics mathematics and techniques of Decision.

Economics mathematics and techniques of decision.

6 mandatory.

6 practice outside.

Externships.

6. external practices.

6 12 mathematical informative.

Astronomy.

Astronomy.

6 optional.

6. recreational mathematics.

Recreational mathematics.

6 optional.

6 12 end of degree work.

End of degree work.

End of degree work.

12. end of degree work.

12. temporary structure by subject of the Plan of studies degree in mathematics: course materials character of the basic structures of the Algebra 1 ECTS material.

Basic 6 Linear Algebra and geometry I.

Basic 12 basic elements of mathematics.

6 OB Infinitesimal Calculus.

Basic 12 computer.

Basic 12 introduction to probability and statistics.

Basic physics 6.

Basic 6 2nd differential calculus and Integral and functions of a complex Variable.

OB

18

Linear algebra and geometry II.

OB 6 topology and differential geometry.

OB 6 mathematical recreation.

OP 6 astronomy.

Discrete mathematics 6 OP.

OB 6 systems intelligent.

OB

6

Física.

Basic 6 probability and statistics.

OB 6 3rd structures algebraic.

OB 6 probability and statistics.

OB 6 numerical methods.

OB 12 differential equations.

OB 12 calculus differential and Integral and functions of Variable complex.

OB 6 topology and differential geometry.

OB 6 design of experiments and models of regression.

OB 6 Optimization.

6 OB 4th functional analysis.

OB 6 topology and differential geometry.

6 OB number theory and computational Algebra.

OB 6 partial differential equations.

6 OB end of degree work.

TFG 12 modeling.

6 OB Global geometry of surfaces.

6 OB numerical simulation.

OP 6 analysis of data.

6 OP mathematical economics and Decision techniques.

OB 6 external practices.

PE

6