2016

• Vanaei, M.J.; Kashani, S.M.B.; Straume, Eldar. (2016) Cohomogeneity One Anti De Sitter Space AdS^(n+1). Lobachevskii Journal of Mathematics
  Academic article

2014

• Rios, Pedro de M.; Straume, Eldar. (2014) Symbol Correspondences for Spin Systems. Springer Springer
  Academic monograph

2009

• Kruglikov, Boris; Lychagin, Valentin; Straume, Eldar. (2009) Differential Equations: Geometry, Symmetries and Integrability. Springer Publishing Company Springer Publishing Company
  Academic anthology/Conference proceedings

2008

• Straume, Eldar; Hsiang, Wu-Yi. (2008) Global geometry of 3-body motions with vanishing angular momentum,I. Chinese Annals of Mathematics. Series B
  Academic article
• Straume, Eldar; Hsiang, Wu-Yi. (2008) Global geometry of planary 3-body motions. Acta Applicandae Mathematicae - An International Survey Journal on Applying Mathematics and Mathematical Applications
  Academic article
• Straume, Eldar; Hsiang, Wu-Yi. (2008) An equivariant Riemannian geometric approach to the 3-body problem in celestial mechanics. Communications in Mathematical Analysis
  Academic article

2007

• Straume, Eldar; Hsiang, Wu-Yi. (2007) Kinematic geometry of triangles and the study of the three-body problem. Lobachevskii Journal of Mathematics
  Academic article

2006

• Straume, Eldar. (2006) A geometric study of many body systems. Lobachevskii Journal of Mathematics
  Academic article

2001

• Straume, Eldar. (2001) Biografisk perle om matematikaren Sophus Lie. Apollon : Forskningsmagasin for Universitetet i Oslo
  Feature article
• Straume, Eldar. (2001) On the geometry and behavior of n-body motions. International Journal of Mathematics and Mathematical Sciences
  Academic article

2000

• Straume, Eldar. (2000) Elliptiske funksjonar i elementær analyse. Nordisk Matematisk Tidsskrift
  Academic article
• Straume, Eldar. (2000) Frå Kepler-problemet til tre-lekamsproblemet og dei trojanske asteroidar. Nordisk Matematisk Tidsskrift
  Academic article

1997

• Straume, Eldar. (1997) Compact connected Lie transformation groups on spheres with low cohomogeneity. II. American Mathematical Society
  Non-fiction book