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Published May 24, 2022 10:07 AM

Last list, chapter 6, chapter 7, chapter 8.

Published May 24, 2022 9:25 AM

Here you find the last list of exercises

Published May 12, 2022 12:03 PM
  • Exam spring 2021
  • Solution exam spring 2021
  • Exam spring 2020
  • Solution exam spring 2020

 

Published May 8, 2022 6:16 PM

Here you find the solution of the compulsory assignment.

Published Apr. 21, 2022 10:05 AM

You can find here the compulsory assignment for this course. 

Published Mar. 25, 2022 7:40 AM

We will do this Tuesday's lectures (which were cancelled). Please find the zoom link below:

Salvador Ortiz-Latorre is inviting you to a scheduled Zoom meeting.

Topic: MAT4750/9750 Online Lecture
Time: This is a recurring meeting Meet anytime

Join Zoom Meeting
https://uio.zoom.us/j/64367798798

Meeting ID: 643 6779 8798

Documentation on how to use Zoom can be found here:
/english/services/it/phone-chat-videoconf/zoom/

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Meeting ID: 643 6779 8798
Find your local number: https://uio.zoom.us/u/cbMKtH2H7U

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Published Feb. 22, 2022 4:51 PM

The student representative for this course will be Juan Pablo Villa Jiménez. If you have any feedback on the course you can contact him at juanpv "at" math.uio.no

Published Jan. 26, 2022 12:04 PM

Prof. Colin Ramsay (University of Nebraska-Lincoln) will give a mini course on "Pension Mathematics for Single Employer Defined Benefit (DB) Plans" in February (01.02.22-24.02.22). The course is strongly recommended to master and bachelor students in insurance and financial mathematics. Some background knowledge on insurance mathematics (based e.g. on STK3505) would be desirable for this course.

See the file for a more detailed course description.

Time: Every Tuesday, 10:15-12:00 in the time period 01.02.2022-22.02.2022

          Every Thursday,10:15-12:00 in the time period 03.02.2022-24.02.2022

Place: room 1000, NHA.

You are welcome to this course!

Jan. 22, 2022 2:

Published Jan. 17, 2022 4:49 PM

Welcome to the course on Mathematical Finance: Modeling and Risk Analysis.

You will find the syllabus on Leganto.

The first sessions will be devoted to review some basics concepts on measure theory, probability theory, stochastic processes and It? stochastic integration with respect to the Brownian motion. 

These sessions will be of self-study and you will find the lectures on Leganto. I recall you that you need to log on your student account to download the files from Leganto.

The first "presential" lecture (in Room 1119 of NHA building) will be Thursday, January 27 at 12:15.