Ranestad, Kristian - Matematisk institutt, Universitetet i Oslo

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Ranestad, Kristian - Matematisk institutt, Universitetet i Oslo

This thesis has been written for the degree of Doctor Scientiarum (dr. scient.) at the Department of Mathematics, University of Oslo. My supervisor has been
A SIMPLE POINT COUNTING ALGORITHM FOR HESSIAN ELLIPTIC CURVES IN CHARACTERISTIC THREE
Degenerations of (1, 7)polarized abelian surfaces and K. Ranestad
On surfaces in P6 with no trisecant lines
INTERSECTION OF ACM-CURVES IN P3 R.M. MIRO-ROIG
Non-abelian Brill-Noether Loci on the Lagrangian Grassmannian LG(3,6)
GRASSMANN CODES AND SCHUBERT UNIONS Johan P. Hansen, Trygve Johnsen and Kristian Ranestad
A geometric construction of elliptic conic bundles in P4 by Kristian Ranestad
ESTETIKK I MATEMATIKK KRISTIAN RANESTAD
VERONESE SURFACES AND LINE ARRANGEMENTS TOM GRABER AND KRISTIAN RANESTAD
THE DEGREE OF THE SECANT VARIETY AND THE JOIN OF MONOMIAL CURVES
Addendum to "K3-surfaces of genus 8 and varieties of sums of powers of cubic fourfolds"
Macaulay 2 script to see that intersection of Pi_6 and Omega is a scroll over a Veronese surface (in two ways).
20 June 2005. CREMONA CONVEXITY, FRAME CONVEXITY,
Topics in elementary tropical geometry Magnus Dehli Vigeland
Geometry of the Lagrangian Grassmannian Sp(3)/U(3) with applications to Brill-Noether Loci
On Smooth Surfaces of Degree 10 in the Projective Fourspace
CONSTRUCTION OF RATIONAL SURFACES OF DEGREE 12 IN PROJECTIVE FOURSPACE
ALGEBRAIC DEGREE OF POLYNOMIAL OPTIMIZATION JIAWANG NIE AND KRISTIAN RANESTAD
On Smooth Surfaces of Degree 10 in the Projective Fourspace
Abelian surfaces with two plane cubic curve fibrations
The abelian fibration on the Hilbert cube of a K3 surface of genus 9
THE VARIETY OF POLAR SIMPLICES KRISTIAN RANESTAD AND FRANK-OLAF SCHREYER
Curves of genus 2 on rational normal scrolls and scrollar syzygies
ON THE RANK OF A SYMMETRIC FORM KRISTIAN RANESTAD AND FRANK-OLAF SCHREYER