Topological Methods in Functional Analysis II - NRFA080

• Title: Topologické metody ve funkcionální analýze II
• Guaranteed by: Department of Mathematical Analysis (32-KMA)
• Faculty: Faculty of Mathematics and Physics
• Actual: from 2019
• Semester: summer
• E-Credits: 3
• Hours per week, examination: summer s.:2/0, Ex [HT]
• Capacity: unlimited
• Min. number of students: unlimited
• 4EU+: no
• Virtual mobility / capacity: no
• State of the course: cancelled
• Language: Czech
• Teaching methods: full-time
• Class: DS, matematická analýza
• Classification: Mathematics > Functional Analysis, Topology and Category
• Interchangeability : NMMA436
• Is incompatible with: NMMA436
• Is interchangeable with: NMMA436

Annotation

English

Differentiability of convex functions on Banach spaces.

Last update: T_KMA (22.05.2008)

Czech

Studium diferencovatelnosti konvexních funkcí na Banachových prostorech.

Last update: T_KMA (22.05.2008)

Syllabus

English

Differentiability of convex functions, connections to fragmentability, Namioka's theorem on separate continuity, Asplund and weak Asplund spaces - characterizations and examples.

Last update: T_KMA (22.05.2008)

Czech

Diferencovatelnost konvexních funkcí, souvislost s fragmentovaností, Namiokova věta o oddělené spojitosti, Asplundovy a slabě Asplundovy prostory - charakterizace a příklady.

Last update: T_KMA (22.05.2008)