Curriculum Vitae - Eivind Eriksen

BI Norwegian Business School 
Department of Economics
N-0442 Oslo, Norway

(+47) 4641 0658
eivind.eriksen@bi.no
www.dr-eriksen.no/
Trudvangveien 1B
0363 Oslo, Norway


(+47) 4740 8701 (m)
dr.eriksen@gmail.com

Born on May 1,1970
Married, no children
Eivind

Educational Background

1995 - 2000
Ph.D. (Dr. Scient.) June 2000
Department of Mathematics, University of Oslo (Norway)
Thesis supervisor: Professor O.A. Laudal
1993 - 1994
M.Sc. (Cand. Scient.) December 1994
Department of Mathematics, University of Oslo (Norway)
Thesis supervisor: Professor O.A. Laudal
1990 - 1992
Cand. Mag. December 1992
Faculty of Mathematics and Natural Sciences, University of Oslo (Norway)
Subjects: Mathematics, computing, physics

Research experience

2014
 
 
Guest researcher
Laboratoire de Mathématiques J.A. Dieudonné, Université de Nice (France)
Host: Professor Ph. Maisonobe
2010 -
 
Associate Professor
BI Norwegian Business School (Norway)
2005 - 2010
Associate Professor
Oslo University College (Norway)
2004 - 2005
Associate Professor
Buskerud University College (Norway)
2003 - 2004
 
Postdoctoral fellow
Noncommutative geometry year, Mittag-Leffler Institute (Sweden) 
2003 - 2004
NFR Postdoctoral Fellow
Department of Mathematics, University of Oslo (Norway)
Project: Length categories and algebraic D-modules
2001 - 2003
Marie Curie Postdoctoral Fellow
Institute of Mathematics, University of Warwick (UK)
Project: D-modules on singular curves and surfaces
Project supervisor: Dr. C.R. Hajarnavis
1999
 
 
Guest researcher
Institut de Mathématiques, Université Toulouse III Paul Sabatier (France)
Host: Professor Carlos Simpson
1997
 
 
Guest researcher
Laboratoire de Mathématiques J.A. Dieudonné, Université de Nice (France)
Host: Professor Ph. Maisonobe
1995 - 2000
Research Fellow
Department of Mathematics, University of Oslo (Norway)
Thesis: Graded D-modules on monomial curves
Thesis supervisor: Professor O.A. Laudal
1993 - 1994
Graduate student
Department of Mathematics, University of Oslo (Norway)
Thesis: Konneksjoner og monodromi for en klasse moduler over simple kurvesingulariteter
Thesis supervisor: Professor O.A. Laudal

Teaching Experience

2010 -
 
 
Associate Professor
BI Norwegian Business School (Norway)
Lecturer (Mathematics, Statistics)
2005 - 2010
Associate Professor
Oslo University College (Norway)
Lecturer (Mathematics, Physics)
2004 - 2005
Associate Professor
Buskerud University College (Norway)
Lecturer (Mathematics, Statistics, Mathematics for economists)
2000 - 2002
Teaching Assistant
Institute of Mathematics, University of Warwick (UK)
Combinatorics, Galois theory, Presentation of groups, Rings and modules, Mathematical Excursions
1995 - 2000
Research Fellow
Department of Mathematics, University of Oslo (Norway)
Lecturer Linear algebra, Graduate seminar (Commutative algebra II, Algebraic D-modules), teaching assistant
1992 - 1994
Teaching Assistant
Department of Mathematics, University of Oslo (Norway)
Calculus I/II, Linear algebra, Combinatorics

Awards and Fellowships

2003 - 2004
NFR Postdoctoral Fellowship
Awarded by NFR (Norwegian Research Council), 1 year full time research fellowship
2003 - 2004
Mittag-Leffler Postdoctoral Fellowship
Awarded by the Institute Mittag-Leffler, 1 year grant to cover travel and other expenses
2003
ESF Travel Grant
Awarded by ESF (European Science Foundation), travel grant for one month's research in Oslo (Norway)
2001 - 2003
Marie Curie Postdoctoral Fellowship
Awarded by the European Commision, 2 year full time research fellowship
1999
Travel Grant
Awarded by the Department of Mathematics, University of Oslo, travel grant for 3 month's research in Toulouse (France)
1997
NFR Travel Grant
Awarded by the Norwegian Research Council (NFR), travel grant for 6 month's research in Nice (France)
1995 - 2000
Research Fellowship
Awarded by the Department of Mathematics, University of Oslo (Norway), 4 year research fellowship with 25% teaching load
1993, 1994
Student Grants
Awarded by the University of Oslo, NOK 6.000 (approximately USD 1000) per year

Research Interests

General
  • Associative algebras and their representations
  • Lie algebras and their representations
  • Algebraic geometry and noncommutative algebraic geometry
  • Singularities
Differential structures
  • Noncommutative deformation theory and moduli problems
  • Finite length categories and iterated extensions
  • Rings of differential operators and algebraic D-modules
  • Connections on modules over isolated singularitites
Applications
  • Mathematical economics
  • Applied linear algebra
  • Computational commutative and noncommutative algebra
  • Gröbner bases and symbolic computations
  • Elliptic curves over finite fields and applications to cryptography

Scientific Publications

In preparationEivind Eriksen, Arvid Siqveland, Noncommutative affine schemes
In preparationEivind Eriksen, Geometry of simple modules over matrix algebras
SubmittedEivind Eriksen, Arvid Siqveland, On the Generalized Burnside Theorem, 15pp
2017Eivind Eriksen, Olav Arnfinn Laudal, Arvid Siqveland, Noncommutative Deformation Theory, Monograph and Research Notes in Mathematics, CRC Press (2017)
2014 Eivind Eriksen, Computing noncommutative deformations, Algebra, Geometry and Mathematical Physics 285-291, Springer, 2014
2011 Eivind Eriksen and Arvid Siqveland, Geometry of noncommutative algebras, Banach Center Publ. 93 (2011), 69-82
2011 Eivind Eriksen, The Generalized Burnside Theorem in noncommutative deformation theory J. Gen. Lie Theory Appl. 5 (2011), 5 pages
2010 Eivind Eriksen and Trond S. Gustavsen, Equivariant Lie-Rinehart cohomology Proc. Estonian Acad. Sci. Phys. Math. 59 (2010), no. 4, 294-300
2010
Eivind Eriksen, Computing noncommutative deformations of presheaves and sheaves of modules, Canad. J. Math. 62 (2010), no. 3, 520-542
2009 Eivind Eriksen and Trond S. Gustavsen, Lie-Rinehart cohomology and integrable connections on modules of rank oneJ. Algebra 322 (2009), no. 12, 4283-4294
2008
Eivind Eriksen and Trond S. Gustavsen, Connections on modules over singularities of finite and tame CM representation type, Generalized Lie Theory in Mathematics, Physics and Beyond, 99-108, Springer, 2008
2008
Eivind Eriksen, Computing noncommutative global deformations of D-modules, Generalized Lie Theory in Mathematics, Physics and Beyond, 109-117, Springer, 2008
2008
Eivind Eriksen, An example of noncommutative deformations, J. Gen. Lie Theory Appl., 2 (2008), no. 3, 152-156
2008
Eivind Eriksen, Connections on modules over quasi-homogeneous plane curves, Comm. Algebra, 36 (2008), no. 8, 3032 - 3041
2008
Eivind Eriksen and Trond S. Gustavsen, Connections on modules over singularities of finite CM representation type, J. Pure Appl. Algebra 212 (2008), no. 7, 1561-1574
2007 Eivind Eriksen and Trond S. Gustavsen, Computing obstructions for existence of connections on modules, J. Symb. Comput. 42 (2007), no. 3, 313-323
2006 Eivind Eriksen, An introduction to noncommutative deformations of modules, Noncommutative Algebra and Geometry, 90-125, Lect. Notes Pure Appl. Maths., 243, Chapman & Hall/CRC, 2006
2003 Eivind Eriksen, Differential operators on monomial curves, J. Algebra 264 (2003), no. 1, 186-198
2000 Eivind Eriksen, Graded D-modules on monomial curves, Ph.D. thesis, University of Oslo (2000)
1994 Eivind Eriksen, Konneksjoner og monodromi på en klasse moduler over simple kurve-singulariteter, Master thesis, University of Oslo (1994)


Educational Publications

2017Differential Equations Lecture notes for GRA 6035 Mathematics, available for download
2017Matematikk for økonomi og finans. Oppgaver og løsningsforslag Cappelen Damm Akademisk (2017)
2016Matematikk for økonomi og finans Cappelen Damm Akademisk (2016)
2014 MattenøkkelenGyldendal 2014 (with Halvard Fausk) 
2014Digital Arbeidsbok i ELE 3719 Matematikk
2013 Digital Workbook for GRA 6035 Mathematics 
2010 Lecture Notes for GRA 6035 Mathematics (with Trond S. Gustavsen), 271 pp.
2008
Oppgavebank for Matematikk Forkurs (in norwegian), Collection of exercises with solutions in Calculus and Precalculus
2005
Lineær Algebra og Vektorrom (in norwegian), Lecture notes for a course in Linear Algebra, 60pp


Other information


Languages: Norwegian (native), English (fluent), French (functional)

Computer skills: Linux and Windows OS, Good programming skills (C/C++, Java, Simula, Python) Computer algebra systems (Singular, Maple, Mathematica, Matlab), Typesetting (LaTeX), Web publishing (HTML/CSS;PHP)