Modified Laplacians for shape analysis

2009-08-27
nternational Symposium on Mathematical Morphology (24 - 27 Ağustos 2009)

Suggestions

Modified Redundant Representation for Designing Arithmetic Circuits with Small Complexity
AKLEYLEK, SEDAT; Özbudak, Ferruh (Institute of Electrical and Electronics Engineers (IEEE), 2012-03-01)
We give a modified redundant representation for designing arithmetic circuits with small complexity. Using our modified redundant representation, we improve many of the complexity values significantly. Our method works for any finite field. We also give some applications in cryptography.
Modified Laguerre basis for hydrogen-like systems
Taşeli, Hasan (1997-06-20)
N-dimensional Schrodinger equation with isotropic nonpolynomial perturbations is studied. A Laguerre basis, which is different from that of the hydrogen atom in nature, has been introduced and applied to screened Coulomb potentials. Certain very useful recurrence relations are developed for the evaluation of matrix elements analytically. Specimen eigenvalue calculations to illustrate the method as well as its extension to other potentials are presented. (C) 1997 John Wiley & Sons, Inc.
Modified iterative methods for linear systems of equations
Karasözen, Bülent (1998-01-01)
An extension of the modified Jacobi and Gauss-Seidel methods for systems of linear equations has been introduced. The convergence properties of the proposed methods have been analyzed and compared with the classical and modified methods. The numerical results obtained for some linear systems show that the extended modified methods are superior to other modified iterative methods.
Modified stationary iterative methods for linear systems of equations
Özban, Ahmet Yaşar; Karasözen, Bülent; Department of Mathematics (1996)
Modified Superformula Contours Optimized via Genetic Algorithms for Fastly Converging 2D Solutions of EFIE
Guler, Sadri; Onol, Can; Ergül, Özgür Salih; Hatipoglu, M. Enes; Sever, Emrah; Dikmen, Fatih; Tuchkin, Yury A. (2016-07-01)
It is known that solutions of the integral equations converge at the smoothness rate of the parametrical function representing the boundary contour. Thus using an infinitely smooth parametrical representation with derivatives of all orders results into exponentially converging solutions. A version of superformula tailored for this purpose is exposed to optimization of its parameters via genetic algorithms to obtain smooth parameterization for desired boundaries in two dimensional problems. The convergence o...
Citation Formats
Z. S. Tarı and İ. Tarı, “Modified Laplacians for shape analysis,” presented at the nternational Symposium on Mathematical Morphology (24 - 27 Ağustos 2009), Groningen, Hollanda, 2009, Accessed: 00, 2021. [Online]. Available: https://hdl.handle.net/11511/84807.