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Mathematical Methods for Nanoscience

General details of the subject

Mode
Face-to-face degree course
Language
English

Description and contextualization of the subject

In Nanoscience, in particular related to chemistry and physics, the mathematics methods are becoming more widely used that require a thorough application of the theory of functions.

Here we propose the basic methods of the theory of functions of a complex variable for persons wishing to deepen their knowledge for the sake of its application to physical and chemical tasks of Nanoscience.

It is supposed that the students of master posses the basic mathematical knowlegde.

Teaching staff

NameInstitutionCategoryDoctorTeaching profileAreaE-mail
CHYZHYK CHYZHYK, OLEKSANDRUniversity of the Basque CountryPersonal Doctor InvestigadorDoctorNot bilingualApplied Physicsoleksandr.chyzhyk@ehu.eus
ZHUKOVA ZHUKOVA, VALENTINAUniversity of the Basque CountryPersonal Doctor InvestigadorDoctorNot bilingualApplied Physicsvalentina.zhukova@ehu.eus

Competencies

NameWeight
.100.0 %

Study types

TypeFace-to-face hoursNon face-to-face hoursTotal hours
Lecture-based162036
Applied classroom-based groups142539

Assessment systems

NameMinimum weightingMaximum weighting
Otras Evaluaciones100.0 % 100.0 %

Temary

Lecture 1 Algebra of the complex numbers

Lecture 2 Functions of complex variable

Lecture 3 Integration in the Complex Plane

Lecture 4 Series and Residues

Lecture 5 Functional Analysis



Bibliography

Basic bibliography

- COMPLEX ANALYSIS: FOR MATHEMATICS AND ENGINEERING. FIFTH EDITION, 2006. JOHN H. MATHEWS AND RUSSELL W. HOWELL



- GRADUATE MATHEMATICAL PHYSICS. KELLY, JAMES J.



- ANALISIS REAL Y COMPLEJO. W. RUDIN. MC GRAW HILL.



- ADVANCED ENGINEERING MATHEMATICS. ERWING KREYZIG. JOHN WILEY&SONS



- MATHEMATHICS METHODS FOR PHYSICS&ENGINEERING. RILEY ET AL. CAMBRIDGE



- GROUP THEORY IN PHYSICS. J.F. CORNWELL

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