References
- Technical Report. Department of statistics, Stanford University Interpolating wavelet transforms Donoho,D.L.
- IEEE Trans. v.41 Multiresolution representations using the auto-correlation functions of compactly supported wavelets Beylkin,G.;Saito,N.
- Wavelet Tour of Signal Processing Mallat,S.A.
- Wavelets for Computer Graphics: Theory and Applications Stollnitz,E.J.;DeRose,T.D.;Salesin,D.H.
- Wavelets and Filter Banks Strang,G.;Nguyen,T.
- Ten Lectures on Wavelets Daubechies,I.
- Archives of Computational Methods in Engineering v.4 Wavelet-Galerkin solutions of boundary value problems Amaratunga,K.;Williams,J.R.
- Applied and Computational Harmonic Analysis v.3 A wavelet collocation method for the munerical solution of partial differentialequations Bertoluzza,S.;Naldi,G.
- Multiscale Wavelet Methods for PDEs An adaptive collocation method based on interpolating wavelets Bertoluzza,S.;Dahmen,W.(ed.);Kurdila,A.J.(ed.);Oswald,P.(ed.)
- Computational Mechanics v.25 The numerical performance of wavelets for PDEs: the multi-scale finite element Christon,M.A.;Roach,D.W.
- RWTH Aachen no.165 Adaptive wavelet methods for elliptic operator equations-convergence rates Cohen,A.;Dahmen,W.;DeVore,R.
- SIAM J. Sci. Comp. v.21 Wavelet methods for second order elliptic problems-preconditioning and adaptivity Cohen,A.;Masson,R
- Journal of Computational and Applied Mathematics v.128 Wavelet methods for PDEs-some recent developments Dahmen,W.
- Int. J. Numer. Meth. Engng. Multiscale-Galerkin method using interpolation wavelets for two-dimensional elliptic problems in general domains Jang,G.W.;Kim,J.E.;Kim,Y.Y.
- International Journal of Solids and Structures Adaptive multiscale wavelet-Galerkin analysis for plane elasticity problems and its applications to multiscale topology design optimization Kim,J.E.;Jang,G.W.;Kim,Y.Y.
- Decay characteristics of the hat interpolation wavelet coefficients in the two-dimensional multiresolution representation Kwon,K.;Kim,Y.Y.
- Shape and Material Optimization of Structural Topology BendsØe,M.P.
- Methods and Applications Topology Optimization-Theory BendsØe,M.P.;Sigmund,O.
- Comput. Meth. Appl. Mech. Engrg. v.71 Generating optimal topologies in structural design using a homogenization method BendsØe,M.P;Kikuchi,N.
- Int. J. Solids and Struct v.37 Multi-resolution multi-scale topology optimization - a new paradigm Kim,Y.Y.;Yoon,G.H.
- Struct. Multidis. Opt. Hinge-free topology optimization with embedded translation invariant wavelet shrinkage Yoon,G.H.;Kim,Y.Y.BendsØe,M.P;Sigmund,O.
- Proceedings of the Japan Society of Computational Engineering and Science Multiscale Paradigm for Mechanics and Design Kim,Y.Y.
-
Proceedings of the
$2^{nd}$ China-Japan-Korea Joint Symposium on Optimization of Structural and Mechanical Systems Shape optimization using multiscaled design velocity field Kim,J.E.;Kim,Y.Y.;Choi,K.K. -
Proceedings of the 9
$9^{th}$ AIAA/ISSMO Symposium on Multidisciplinary Analysis and Optimization Multicale Paradigm in genetic algorithm Kim,Y.Y.;Jung,D.H.