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used for each animal and, further, the 2D poses of them are merged to achieve multi-animal pose estimation.e, 3D pose reconstruction. The camera array is calibrated by chessboard images using Zhang’s calibration. Reprojection errors of all combination pairs of 2D poses of each animal are opti...
The homogeneous projective transformation of general quadratic matrix equations framework for the characterization and identification of solutions at infinity and of finite solutions of general quadratic algebraic matrix equations is ... VA Tsachouridis,B Kouvaritakis - 《Ima Journal of Mathematical Contro...
We establish existence and uniqueness results for the singular initial value problem associated with a class of quasilinear, symmetric hyperbolic, partial ... E Ames,F Beyer,J Isenberg,... - arXiv 被引量: 41发表: 2012年 Quasilinear Schr"odinger equations I: Small data and quadratic interacti...
The elastostatic problem addressed in this study is solved through a sequential minimization of a functional composed of two quadratic terms: one related to the error made on the constitutive relation and the other one to the gap between simulated and experimental data. The first minimization, namel...
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correct to assume zero input excitation at all times, the number of the time steps, which inputs are assumed to be zero should be kept to a minimum to obtain a nonsingular solution of the optimization equations and without compromising the convergence or the accuracy of the proposed method. ...
The following equations show us how to calculate them. where N+ is the total number of the tested recombination hotspots sequences, is the number of the tested recombination hotspots which are predicted as recombination coldspots, N− is the total number of the tested recombination coldspots ...
Note that this system of differential equations decouples into two differential equations whose solutions are simply x(t) = x_0 * exp(-2 * t) and y(t) = y_0 * exp(t), where x_0 = x(0) and y_0 = y(0) are the initial conditions. Using the initial conditions x_0 = 3 and...