Ansvarsområder
Undervisning i matematikkemner ved HSN, Kongsberg. Også statistikk
Kompetanse
Interesseområder: Algebra og algebraisk geometri
Undervisningsområder: Matematisk analyse og statistikk, anvendt matematikk
Fagområder:Matematikk og statistikk
CV
Utdanning: Dr. Scient.
Prosjekter: Ikkekommutativ deformasjonsteori, deriverte skjemaer, ikkekommutativ algebraisk geometri
Publikasjoner
Formelle moduli til torsjonfrie moduler, moduler over E6 og endomorfier.
Hovedoppgave, Universitetet i Oslo 1990.
Matric Massey Products and Formal Moduli, Modules over E6.
Kompendium utdelt ved sommerskolen i Thurnau. 1991.
Deformation Theory: Ideas and examples.
Forelesninger utdelt ved stipendiattreffet i Oslo 1995.
Matric Massey Products and Formal Moduli, Local and Global.
Thesis presented for the degree of Doctor Scientiarum,
Universitetet i Oslo, Matematisk institutt, avdeling for matematikk 1995.
Computing Formal Moduli in Singular.
Arbeidsnotater fra Høgskolen i Buskerud, nr. 02, Kongsberg 1996.
An Introduction to Obstruction Theory. Lectures Given in Berlin, Germany 26/8-6/9 1996.
Arbeidsnotater fra Høgskolen i Buskerud, nr. 03, Kongsberg 1996.
Implementing The Algorithm for Computing Formal Moduli.
Preprint series, Institute of Mathematics, university of Oslo, no. 1. 1997.
Kompenium i matematiske metoder 2.
Kompendium brukt i undervisningen ved Høgskolen i Buskerud, avdeling for ingeniørutdanning, 1996.
Global Matric Massey Products and the Compactified Jacobian of the E6-Singularity.
Preprint series, Institute of Mathematics, university of Oslo, no. 9. 1997
The method of computing formal moduli.
Journal of Algebra , 241:292-327,2001
Global matric Massey products and the compactified Jacobian of the E6 Singularity.
Journal of Algebra, 241:259-291,2001
The Non Commutative Moduli of rk3 Endomorphisms
Report series, Buskerud College, nr.26. 2002, 132pp.
The non commutative compactification of r-bundles,
Rapporter fra Høgskolen i Buskerud ; nr 41, 2003, 36 pp.
Lie Algebras of dimension 3,
Report No. 06, 2003/2004, Insitut Mittag-Leffler.
Generalized Matric Massey Products for Graded Modules (2006).
ArXiv math. AG/0603425, 22pp.
A standard example in noncommutative deformation theory.
J. Gen. Lie Theory Appl., 2 (2008), No 3, pp 251 – 255
On moduli spaces of 3d Lie algebras,
J. Gen. Lie Theory Appl. 3 (2009), no. 1, , 61--75.
Group actions, orbit spaces and noncommutative deformation theory,
Proceedings of the Estonian Academy of Sciences, 2010, 59, 4, 364-369
Geometry of noncommutative k-algebras,
J. Gen. Lie Theory Appl., Vol 5.(2011), 12 pp
Generalized Matric Massey Products for Graded Modules,
J. Gen. Lie Theory Appl., Vol 5.(2011), 15 pp
Geometry of noncommutative algebras, Eivind Eriksen and Arvid Siqveland
Algebra, Geometry and Mathematical Physics, Banach Center Publications, Volume 93, Institute of Mathematics, Polish Academy of Sciences, Warsawa 2011
Deformation of diagrams, ArXiv math submitted 15.04.12
Holmboeprisen 2012. Gina Onsrud
Tangenten 3/2012
Holmboeprisen 2013. Anne-Mari Jensen
Tangenten 3/2013
Noncommutative varieties, Algebra, Geometry and Mathematical Physics
AGMP, Mulhouse, France, October 2011
Makhlouf, A;Paal, E; Silvestrov, S.D.; Stolin, A (Eds.)
2014, XVIII, 684 p. 69 illus. in color, Hardcover
ISBN: 978-3-642-55360-8
Deformation of diagrams II, Algebra, Geometry and Mathematical Physics
AGMP, Mulhouse, France, October 2011
Makhlouf, A;Paal, E; Silvestrov, S.D.; Stolin, A (Eds.)
2014, XVIII, 684 p. 69 illus. in color, Hardcover
ISBN: 978-3-642-55360-8
Introduction to Noncommutative Algebraic Geometry.
J Phys Math 6:133 (2015). doi: 10.4172/2090-0902.100013
Physical Interpretation of Noncommutative Algebraic Varieties.
J Phys Math 6:132. (2015) doi: 10.4172/2090-0902.1000132