spring 2023
MAT-3002 Introduction to Mathematical Research 2 - 10 ECTS

Last changed 09.11.2022

Application deadline

Applicants from countries within EU/EEA: June 1st for the autumn semester and December 1st for the spring semester. Exchange students and Fulbright students: 1 October for the spring semester and 15 April for the autumn semester.

Type of course

This is a mandatory course for Master’s students in the Mathematical Sciences. It can also be taken as a singular course.

Admission requirements

Same prerequisites as those for admission into the Master of Mathematical Sciences program. In particular, a bachelor’s degree in one of the natural sciences, or equivalent, including core mathematics courses (calculus and linear algebra), with a grade C or better in the Norwegian grading system.

Application code 9371.

Course content

The course will prepare students for advanced training and work in the mathematical sciences, both within and outside of academia. It will provide students with foundational mathematical tools and introduce them to scientific standards and traditions for referencing and publishing. The knowledge acquired through the course will be demonstrated in a portfolio of reports, summarizing the calculations and theoretical techniques implemented and addressing the broader relevance of the mathematical problems investigated for society.

The course is central to the Master’s program because it will provide a panoramic view of the ongoing research activities at the Department of Mathematics and Statistics, it will introduce the necessary common background for all Master’s students, and it will serve as training in preparation for the Master’s project and future professional career.

The course will consist of three parts:

  • Fundamental aspects of the mathematical sciences - part 2
  • Publishing and innovation
  • Report writing

1. Fundamental aspects of the mathematical sciences

Three mathematical modules will reflect topics that are most relevant for both theoretical and applied work in the mathematical sciences. In this course, these three thematic modules will focus on:

  • Applied mathematics: Mathematical Modeling, part 2
  • Pure mathematics: Geometry
  • Statistics: Bayesian analysis

The student must participate in at least 90% of the lectures.

2. Publishing and innovation

Via seminars and lectures, students will become familiar with concepts related to scientific publishing and result dissemination:

  • Citation styles and standards in the mathematical sciences
  • Scientific publications: components, authorship, publication stages
  • Copyright and open access models
  • Innovation and intellectual property

3. Report writing and oral presentation

Each student will create a portfolio of reports and present a short lecture based on one of these. The goal is to demonstrate mastery of the course material and the ability to present work orally and in a formal written format. Reports are based on material introduced in the course in the thematic areas of Applied Mathematics, Pure Mathematics, and Statistics. The portfolio of reports will be used for the final assessment of the student’s performance.

Objectives of the course

After the course, the student will have acquired a solid and broad theoretical / practical foundation for future work in the mathematical sciences. This means that the student:


  • has broad knowledge of the core topics presented in applied mathematics, pure mathematics, and statistics modules
  • has in-depth knowledge of techniques used in oral and written scientific communication
  • understands how to structure various types of scientific reports
  • understands the legal framework of scientific publication


  • can write clear and concise professional scientific reports and oral presentations
  • can make appropriate choices regarding publication styles and copyright conditions


  • can communicate scientific results both in writing and orally, with appropriate standards and structures
  • can critically evaluate scientific reports

Language of instruction and examination

English will be used for the syllabus, language of instruction, oral presentation, and report portfolio.

Teaching methods

The course will consist of of classroom activities (lectures and seminars). Student work will be summarized in a series of 3 reports - one for each of the 3 mathematical modules. One of these reports will be selected for oral presentation

Information to incoming exchange students

This course is open for inbound exchange student who meets the admission requirements, including prerequisites. Please see the Admission requirements" and the "Prerequisite" sections for more information. Do you have questions about this module? Please check the following website to contact the course coordinator for exchange students at the faculty: https://en.uit.no/education/art?p_document_id=510412



Examination: Grade scale:
Portfolio Passed / Not Passed

Coursework requirements:

To take an examination, the student must have passed the following coursework requirements:

Mandatory attendance Approved/ Not approved
Oral presentation Approved/ Not approved
UiT Exams homepage

More info about the portfolio

Portfolio consisting of three reports, one for each mathematical module, which counts for 100% of the final grade.
  • About the course
  • Campus: Tromsø |
  • ECTS: 10
  • Course code: MAT-3002
  • Tidligere år og semester for dette emnet