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Singular value decomposition < Singularity < Singularity method  Facettes :

List of bibliographic references

Number of relevant bibliographic references: 12.
Ident.Authors (with country if any)Title
000D77 (2012) Pedro Batista [Portugal] ; Carlos Silvestre ; Paulo Oliveira [Portugal]Sensor-Based Globally Asymptotically Stable Filters for Attitude Estimation: Analysis, Design, and Performance Evaluation
001056 (2012) S. Boukraa [Algérie] ; S. Hassani [Algérie] ; J.-M. Maillard [France]Holonomic functions of several complex variables and singularities of anisotropic Ising n-fold integrals
001087 (2012) Bernard Bonnard [France] ; Olivier Cots [France] ; Steffen J. Glaser [Allemagne] ; Marc Lapert [France] ; Dominique Sugny [France] ; YUN ZHANG [Allemagne]Geometric Optimal Control of the Contrast Imaging Problem in Nuclear Magnetic Resonance
001228 (2012) Jesper Lykke Jacobsen [France] ; Christian R. Scullard [États-Unis]Critical manifold of the kagome-lattice Potts model
002881 (2009) Mazen Alamir [France] ; James S. Welsh [Australie] ; Graham C. Goodwin [Australie]Redundancy versus multiple starting points in nonlinear system related inverse problems
003244 (2008) S. Boukraa [Algérie] ; A. J. Guttmann [Australie] ; S. Hassani [Algérie] ; I. Jensen [Australie] ; J-M. Maillard [France] ; B. Nickel [Canada] ; N. Zenine [Algérie]Experimental mathematics on the magnetic susceptibility of the square lattice Ising model
003D51 (2006) M. Hill [Australie] ; I. Robinson [Australie]Quadrature using 64-bit IEEE arithmetic for integrands over [0,1] with a singularity at 1
004250 (2006) G. Morra [Suisse] ; K. Regenauer-Lieb [Australie, Allemagne]A coupled solid-fluid method for modelling subduction
005110 (2003) M. Hjiaj [Australie] ; J. Fortin [France] ; G. De Saxce [France]A complete stress update algorithm for the non-associated Drucker-Prager model including treatment of the apex
005E47 (1999) Q.-H. Qin [Australie]Thermopiezoelectric interaction of crack-microcrack system in a piezoelectric plate
006167 (1999) D. Leguillon [France]A method based on singularity theory to predict edge delamination of laminates
006883 (1996) V. Petkov [France] ; L. Stoyanov [Australie]Singularities of the scattering kernel for trapping obstacles

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