Stefan Borell

Senior Lecturer, Mathematics


Previous Teaching

Autumn 2023

No teaching

Spring 2023

Analysis for Engineers – MA118G
An overview of basic calculus.
(Matematik för ingenjörer, Rodhe & Sollervall)
Mathematical Statistics/Probability Theory – MA087G/MA097G
An overview of probability theory and mathematical statistics.
(Sannolikhetsteori och statistikteori med tillämpningar: Blom, Enger, Englund, Grandell & Holst)

Autumn 2022

Algebra for Engineers – MA117G
An overview of basic algebra and vector geometry.
(Matematik för ingenjörer, Rodhe & Sollervall)
Mathematical Statistics and Linear Algebra – MA074G
Basic probability theory and statistical applications of some techniques for the description and analysis of numerical data.
(A First Course in Statistics, McClave & Sincich; Matematisk statistik, Vännman)

Spring 2022

Analysis for Engineers – MA118G
An overview of basic calculus.
(Matematik för ingenjörer, Rodhe & Sollervall)
Mathematical Statistics/Probability Theory – MA087G/MA097G
An overview of probability theory and mathematical statistics.
(Sannolikhetsteori och statistikteori med tillämpningar: Blom, Enger, Englund, Grandell & Holst)

Autumn 2021

Algebra for Engineers – MA117G
An overview of basic algebra and vector geometry.
(Matematik för ingenjörer, Rodhe & Sollervall)
Mathematical Statistics and Linear Algebra – MA074G
Basic probability theory and statistical applications of some techniques for the description and analysis of numerical data.
(A First Course in Statistics, McClave & Sincich; Matematisk statistik, Vännman)

Spring 2021

Analysis for Engineers – MA118G
An overview of basic calculus.
(Matematik för ingenjörer, Rodhe & Sollervall)
Mathematical Statistics/Probability Theory – MA087G/MA097G
An overview of probability theory and mathematical statistics.
(Sannolikhetsteori och statistikteori med tillämpningar: Blom, Enger, Englund, Grandell & Holst)

Autumn 2020

Algebra for Engineers – MA117G
An overview of basic algebra and vector geometry.
(Matematik för ingenjörer, Rodhe & Sollervall)
Mathematical Statistics and Linear Algebra – MA074G
Basic probability theory and statistical applications of some techniques for the description and analysis of numerical data.
(A First Course in Statistics, McClave & Sincich; Matematisk statistik, Vännman)

Spring 2020

Analysis for Engineers – MA118G
An overview of basic calculus.
(Matematik för ingenjörer, Rodhe & Sollervall)
Mathematical Statistics/Probability Theory – MA087G/MA097G
An overview of probability theory and mathematical statistics.
(Sannolikhetsteori och statistikteori med tillämpningar: Blom, Enger, Englund, Grandell & Holst)

Autumn 2019

Algebra for Engineers – MA117G
An overview of basic algebra and vector geometry.
(Matematik för ingenjörer, Rodhe & Sollervall)
Mathematical Statistics and Linear Algebra – MA074G
Basic probability theory and statistical applications of some techniques for the description and analysis of numerical data.
(A First Course in Statistics, McClave & Sincich; Matematisk statistik, Vännman)

Spring 2019

Analysis for Engineers – MA118G
An overview of basic calculus.
(Matematik för ingenjörer, Rodhe & Sollervall)
Mathematical Statistics/Probability Theory – MA087G/MA097G
An overview of probability theory and mathematical statistics.
(Sannolikhetsteori och statistikteori med tillämpningar: Blom, Enger, Englund, Grandell & Holst)

Autumn 2018

Algebra for Engineers – MA117G
An overview of basic algebra and vector geometry.
(Matematik för ingenjörer, Rodhe & Sollervall)
Mathematical Statistics and Linear Algebra – MA074G
Basic probability theory and statistical applications of some techniques for the description and analysis of numerical data.
(A First Course in Statistics, McClave & Sincich; Matematisk statistik, Vännman)

Spring 2018

Analysis for Engineers – MA118G
An overview of basic calculus.
(Matematik för ingenjörer, Rodhe & Sollervall)
Mathematical Statistics/Probability Theory – MA087G/MA097G
An overview of probability theory and mathematical statistics.
(Sannolikhetsteori och statistikteori med tillämpningar: Blom, Enger, Englund, Grandell & Holst)

Autumn 2017

Algebra for Engineers – MA117G
An overview of basic algebra and vector geometry.
(Matematik för ingenjörer, Rodhe & Sollervall)
Mathematical Statistics and Linear Algebra – MA074G
Basic probability theory and statistical applications of some techniques for the description and analysis of numerical data.
(A First Course in Statistics, McClave & Sincich; Matematisk statistik, Vännman)

Spring 2017

Analysis for Engineers – MA118G
An overview of basic calculus. (Matematik för ingenjörer, Rodhe & Sollervall)
Mathematical Statistics/Probability Theory – MA087G/MA097G
An overview of probability theory and mathematical statistics.
(Sannolikhetsteori och statistikteori med tillämpningar: Blom, Enger, Englund, Grandell & Holst)
Integral Calculus – MA131G/MA132G
Integral calculus and differential equations.
(Calculus: A Complete Course, Adams & Essex)

Autumn 2016

Preparatory Mathematics – MA009X
An short review of pre university mathematics.
(Matematik Startbok, Ekstig, Hellström & Sollervall)
Algebra for Engineers – MA117G
An overview of basic algebra and vector geometry.
(Matematik för ingenjörer, Rodhe & Sollervall)
Mathematical Statistics and Linear Algebra – MA074G
Basic probability theory and statistical applications of some techniques for the description and analysis of numerical data.
(A First Course in Statistics, McClave & Sincich; Matematisk statistik, Vännman)

Spring 2016

Analysis for Engineers – MA118G
An overview of basic calculus.
(Matematik för ingenjörer, Rodhe & Sollervall)
Integral Calculus – MA131G/MA132G
Integral calculus and differential equations.
(Calculus: A Complete Course, Adams & Essex)

Autumn 2015

Algebra – MA115G/MA127G
An overview of basic algebra.
(Algebra och geometri, Vretblad & Ekstig)
Algebra for Engineers – MA117G
An overview of basic algebra and vector geometry.
(Matematik för ingenjörer, Rodhe & Sollervall)

Spring 2015

Analysis for Engineers – MA118G
An overview of basic calculus.
(Matematik för ingenjörer, Rodhe & Sollervall)
Calculus I – MA090G
Differential and integral calculus of functions of one real variable.
(Matematik för ingenjörer, Rodhe & Sollervall)
Integral Calculus – MA131G/MA132G
Integral calculus and differential equations.
(Calculus: A Complete Course, Adams & Essex)

Autumn 2014

Algebra – MA115G/MA127G
An overview of basic algebra.
(Algebra och geometri, Vretblad & Ekstig)
Algebra for Engineers – MA117G
An overview of basic algebra and vector geometry.
(Matematik för ingenjörer, Rodhe & Sollervall)

Spring 2014

Analysis for Engineers – MA118G
An overview of basic calculus.
(Matematik för ingenjörer, Rodhe & Sollervall)
Calculus II – MA092G/MA093G
Differential and integral calculus of functions of one real variable.
(Calculus: A Complete Course, Adams & Essex)

Autumn 2013

Introductory Course in Mathematics – MA120G
A short overview of basic mathematics for engineers.
(Matematik för ingenjörer, Rodhe & Sollervall)
Algebra for Engineers – MA117G
An overview of basic algebra and vector geometry.
(Matematik för ingenjörer, Rodhe & Sollervall)

Spring 2013

Analysis for Engineers – MA118G
An overview of basic calculus.
(Matematik för ingenjörer, Rodhe & Sollervall)
The History and Development of Mathematics – MA019A
An overview of the history and development of mathematics, from the early civilizations to modern times.
(The History of Mathematics, Burton)
Calculus II – MA092G/MA093G
Differential and integral calculus of functions of one real variable.
(Calculus: A Complete Course, Adams & Essex)

Autumn 2012

Introductory Course – MA088G
An overview of basic mathematics for engineers.
(Matematik för ingenjörer, Rodhe & Sollervall)
Introductory Course in Mathematics – MA120G
A short overview of basic mathematics for engineers.
(Matematik för ingenjörer, Rodhe & Sollervall)
Algebra for Engineers – MA117G
An overview of basic algebra and vector geometry.
(Matematik för ingenjörer, Rodhe & Sollervall)

Spring 2012

Calculus II – MA092G/MA093G
Differential and integral calculus of functions of one real variable.
(Calculus: A Complete Course, Adams & Essex)

Autumn 2011

Introductory Course – MA088G
An overview of basic mathematics for engineers.
(Matematik för ingenjörer, Rodhe & Sollervall)
Introductory Course in Mathematics – MA120G
A short overview of basic mathematics for engineers.
(Matematik för ingenjörer, Rodhe & Sollervall)
Algebra for Engineers – MA117G
An overview of basic algebra and vector geometry.
(Matematik för ingenjörer, Rodhe & Sollervall)

Spring 2011

Calculus II – MA092G/MA093G
Differential and integral calculus of functions of one real variable.
(Calculus: A Complete Course, Adams & Essex)
Introduction to Analysis – MA084G
Basic concepts and methods in mathematical analysis.
(Principles of Mathematical Analysis, Rudin)

Spring 2010

Linear Algebra II
Teaching assistant, University of Berne
Undergraduate Seminar: Homeomorphisms of the Circle
Teaching assistant, University of Berne

Autumn 2009

Linear Algebra I
Teaching assistant, University of Berne

Spring 2009

Ordinary Differential Equations
Lecturer, University of Oslo

Autumn 2007

Linear Algebra I
Teaching assistant, University of Berne

Spring 2007

Analysis II
Teaching assistant, University of Berne

Autumn 2006

Analysis I
Teaching assistant, University of Berne

Spring 2006

Linear Algebra II
Teaching assistant, University of Berne

Fall 2005

Preparative Mathematics
Lecturer

Spring 2005

Linear Algebra II
Teaching assistant, University of Berne

Autumn 2004

Predicate Logics
An introduction to predicate logic.

Autumn 2003

Predicate Logics
An introduction to predicate logic.

Spring 2003

Discrete Mathematics
An introduction to algebra, number theory, combinatorics and graph theory.
(Discrete Mathematics, Biggs)

Spring 2002

Discrete Mathematics 1
Teaching assistant
Discrete Mathematics 2
Lecturer

Autumn 2001

Propositional Logics
Teaching assistant

Autumn 2000

Analysis for Engineers
Teaching assistant

Spring 1999

Tutorial Sessions in Mathematics – “Matte-akuten”
Teaching Assistant

Autumn 1998

Tutorial Sessions in Mathematics – “Matte-akuten”
Teaching Assistant

Spring 1998

Tutorial Sessions in Mathematics – “Matte-akuten”
Teaching Assistant

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