Author

Anny Haegemans

Observed names: A Haegemans, A. Haegemans, Haegemans, Anny

Observed institution: KU Leuven

OpenAlex ID: A5114255276

A comparison of non-linear equation solvers

1976 · D. Nerinckx, A. Haegemans · Journal of Computational and Applied Mathematics · 23

A Modification of Newton's Method for Analytic Mappings Having Multiple Zeros

1999 · P. Kravanja, A. Haegemans · Computing · 16

3D reconstruction of the blood vessels of the brain from a stereoscopic pair of subtraction angiograms

1983 · P Suetens, P Jansen, et al. · Image and Vision Computing · 15

An attempt to reconstruct the cerebral bloodvessels from a lateral and a frontal angiogram

1983 · P. Suetens, A. Haegemans, et al. · Pattern Recognition · 12

The construction of cubature formulae for the tetrahedron

1990 · Marc Beckers, Anny Haegemans · 7

Construction of minimal cubature formulae for the square and the triangle, using invariant theory

1987 · Ronald Cools, Anny Haegemans · Lirias (KU Leuven) · 6

Construction of fully symmetric cubature formulae of degree 4k-3 for fully symmetric planar regions

1985 · Cools, Ronald, Haegemans, Anny · Lirias · 6

An integrated 3-D image of cerebral blood vessels and CT view of tumor

1984 · Paul Suetens, Albert L. Baert, et al. · Frontiers in European radiology · 5

Three-Dimensional Reconstruction Of The Blood Vessels Of The Brain

1982 · P. Suetens, A. Oosterlinck, et al. · Proceedings of SPIE, the International Society for Optical Engineering/Proceedings of SPIE · 4

Tables of symmetrical cubature formulas for the two-dimensional hexagon

1976 · Anny Haegemans · Lirias · 4

The Laplacian spectra of graphs

1993 · Marielle Janssens, Anny Haegemans · 3

Construction of symmetric cubature formulae with the number of knots (almost) equal to Möller's lower bound (with proofs)

1987 · Ronald Cools, Anny Haegemans · 3

Tables of degree 2k-1/2k+1 pairs of cubature formulae for symmetric planar regions, obtained by optimal addition of knots

1986 · Ronald Cools, Anny Haegemans · 3

Logarithmic residue based methods for computing zeros of analytic functions and related problems

1999 · Peter Kravanja, Marc Van Barel, et al. · Hellenic-European Conference on Computer Mathematics and its Applications · 2

Computing zeros of analytic mappings: A logarithmic residue approach

1998 · P. Kravanja, R. Cools, et al. · BIT Numerical Mathematics · 2

Tables of sequences of cubature formulae for circular symmetric planar regions

1986 · Ronald Cools, Anny Haegemans · 2

A Global 3-D Image of the Blood Vessels, Tumor and Simulated Electrode

1984 · P. Suetens, J. Gybels, et al. · Springer eBooks · 2

A Three-Dimensional Image Of The Cerebral Blood Vessels And Tumor For Use In Stereotactic Neurosurgery

1983 · P. Suetens, J. Gybels, et al. · Proceedings of SPIE, the International Society for Optical Engineering/Proceedings of SPIE · 2

Digital Radiography in Stereotactic and Functional Neurosurgery

1982 · P. Suetens, J. Gybels, et al. · Stereotactic and Functional Neurosurgery · 2

How to interpret the condition number of the caudal characteristic of a QBD

2000 · Anny Haegemans, Guy Latouche, et al. · Dépôt institutionnel de l'Université libre de Bruxelles (Université Libre de Bruxelles) · 1

Computing zeros of analytic functions via the qd-algorithm

1995 · Peter Kravanja, Anny Haegemans · 1

Solving very deficient systems of polynomial equations by implicit elimination

1994 · Pierre Verlinden, Anny Haegemans · 1

Real homotopy for solving systems of real polynomial equations

1989 · Pierre Verlinden, Anny Haegemans · 1

About the real random product homotopy for solving systems of real polynomial equations

1988 · Pierre Verlinden, Anny Haegemans · 1

Computation of Fourier-transform integrals

1976 · Robert Piessens, Anny Haegemans · 1

Works count: 44

Citation count: 126

H-index: 6

I10-index: 4