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Weak Convergence

Master's level | 7.5 credits | Course code: MSF500

The course is not given as a stand-alone course this academic year, but can be included in the program/course package. For information contact the department.

About the Course

The course deals with weak convergence of probability measures on Polish spaces. Here the principal examples of Polish spaces are the space C = C[0,1] of continuous trajectories and the space D = D[0,1] of cadlag trajectories. Main topics: - Portmanteau and mapping theorems - Tightness and Prokhorov theorem - Functional central limit theorems on C and D - Empirical distribution functions and the Brownian bridge - Weak convergence on D[0, infinity)

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Course Syllabus


Tuition Fee

Please contact the department.
EU/EEA citizens, Swedish residence permit holders and exchange students do not pay fees. More information on: http://www.universityadmissions.se

Study Guidance

svl.math@gu.se, tel: 031-772 3505


Department of Mathematical Sciences
41296 Göteborg

Visiting address: Chalmers Tvärgata 3

Phone: 0317721000

Page Manager: Pontus Sundén
Last update: 6/15/2018 12:12 PM

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Page Manager: Pontus Sundén|Last update: 10/16/2018

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