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It is used an orthogonal, non-rigid base eac where the index a numerates the tetrad and a corresponding lapse function 1/H 2 which results in the projected metric tensor gab = −δa0δb01/H 2 + δi j ωi ⊗ ω j where the ωi are the dual of the spatial part of the basis...
2D quadratic function approximationrange image segmentationsurface type labelingprincipal curvaturespolynomialIn this letter, a robust range image segmentation algorithm is proposed. It consists of an initial segmentation stage by surface type labeling, using the signs of the principal curvatures, and a ...
cosh gð1Þ2l dm{2l',n{2l , ð11Þ where g(1) 5 (1/4) ln(1 1 4g0/vM) and the function Floor[x] gives the greatest integer less than or equal to x. In principle, the state of the whole system can be obtained by solving the Schro¨dinger equation under a given...
In the last chapter, we apply some of the definitions and techniques developed in the earlier chapters for Qp and Z to the t-adic function field case Fq((t)) and Fq[t], respectively. We introduce a continued fraction algorithm for quadratic irrationals in Fq((t)) that always produces ...
In contrast to earlier results which considered linear transaction rate and got a non-singular feedback controls, we propose to use a quadratic transaction rate function to take into account of the liquidity of the bond and stock. The Taylor expansion is utilized to obtain an important initial ...
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