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Course description
  ALGEBRAIC TOPOLOGY

Competencies and objectives

 

Course context for academic year 2019-20

Esta asignatura se halla ubicada en el módulo avanzado y forma parte del itinerario de matemáticas generales.

El objetivo de esta asignatura es afianzar y ampliar los conocimientos adquiridos en la asignatura Topología avanzada mediante su aplicación al estudio de la Teoría de nudos y la Teoría de grafos. También se introducirán los conceptos más importantes de la homología simplicial.

Utilizaremos conceptos y resultados vistos anteriormente en las asignaturas Topología básica, Topología avanzada y Estructuras algebraicas.

 

 

 

 

Course content (verified by ANECA in official undergraduate and Master’s degrees)

Specific Competences (CE)

  • CE10 : Communicate, both orally and in writing, mathematical knowledge, procedures, results and ideas.
  • CE3 : Assimilate the definition of a new mathematical object in terms of others already known and be able to use said object in different contexts.
  • CE5 : Propose, analyse, validate and interpret models of simple real-life situations, using the most appropriate mathematical tools for the purpose.
  • CE6 : Solve mathematical problems using basic calculus skills and other techniques, planning their resolution according to the tools available and any time and resource restriction.

 

 

 

Learning outcomes (Training objectives)

No data

 

 

Specific objectives stated by the academic staff for academic year 2019-20

No data

 

 

General

Code: 25053
Lecturer responsible:
ALONSO GONZALEZ, CLEMENTA
Credits ECTS: 6,00
Theoretical credits: 1,32
Practical credits: 1,08
Distance-base hours: 3,60

Departments involved

  • Dept: MATHEMATICS
    Area: GEOMETRY AND TOPOLOGY
    Theoretical credits: 1,32
    Practical credits: 1,08
    This Dept. is responsible for the course.
    This Dept. is responsible for the final mark record.

Study programmes where this course is taught