Tove Odland

PhD Student

Division of Optimization and Systems Theory

Department of Mathematics

Royal Institute of Technology


Contact:

E-mail: odland@kth.se

Phone: +46 8 790 84 57

Fax: +46 8 22 53 20




Mail Address

Visiting Address



Division of Optimization and Systems Theory


Lindstedtsvägen 25,




Department of Mathematics


Room 3750.




Royal Institute of Technology






SE-100 44 Stockholm






Sweden







Tove Odland was born in Stockholm, Sweden, in 1984. Received a M.Sc. Degree in Engineering Physics from the Royal Institute of Technology (KTH) in Stockholm, Sweden, 2010. Currently a Ph.D. student at the Division of Optimization and Systems Theory at KTH, under the supervision of Professor Anders Forsgren



Aktuell undervisning:

Applied Noninear Optimization, SF2822, vt 2013

Exercise session 8: Exercise 1.21 in the exercise-booklet is a good exercise to look at for clarification on the topic of today's session. If you do not have the booklet, let me know!

Also note that diagonal dominance/strict diagonal dominance of a matrix is only a sufficient, but not a necessary condition for the matrix to be positive-semidefintie/positive definite. See e.g., Wikipedia or Wolfram MathWorld for definitions.

Good luck on the exam!
Tidigare undervisning:

Optimeringslära för E, SF1851, ht 2010
Optimeringslära för F, SF1811, vt 2011
Applied Linear Optimization, SF2812, ht 2011, ht 2012
Applied Nonlinear Optimization, SF2822, vt 2012


Kurser jag läst under forskarutbildnignen:

Numerical Nonlinear Programming, SF3840, ht 2010
Approximation Algorithms, DD3390, ht 2010
Foundations of Analysis, SF2713, ht 2010
Combinatorial Optimization, SF3846, vt 2011
Numerical Linear Algebra, , vt 2011
Integer programming - practical algorithms, SF3843, ht 2011
Basic Communications and Teaching, LH200V, vt 2011
Convexity and optimization in linear spaces, SF3810, vt 2012

Technical reports and preprints:

  • (with A. Forsgren), On the connection between the conjugate gradient method and quasi-Newton methods on quadratic problems. Report TRITA-MAT-2013-OS3, Department of Mathematics, KTH Royal Institute of Technology, 2013.

    If you have questions or comments about this page, please send e-mail to odland(at)kth.se.
    This page was last modified on Feb 9th 2013.

    The material on this page is according to the view of Tove Odland, and not necessarily the view of the Royal Institute of Technology (KTH).