抗原
发表于 2025-3-30 11:44:49
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adj忧郁的
发表于 2025-3-30 16:26:30
Catia F. Oliveira,Joao L. Afonso,Vitor Monteiro how this equivalence follows we note that .(. . .).(. . .). 0 and that . ., so that premultiplying . by . yields . on the right hand side as our starting assumption. But the vectors of (. .) lie in the null space of ., and a linear combination of them would represent the homogeneous solution.
1FAWN
发表于 2025-3-30 18:21:30
Daniel F. S. Fernandes,Rui F. O. Costa,Luis A. M. Barros,Delfim Pedrosa,João L. Afonso,J. G. Pinto seem acceptable, from an intuitive point of view and due to their relation with the nondominated ones. Algorithms are provided to compute these solutions in general problems and in cases typical in practice: linear and bilinear problems. Other solution concepts are criticised on the grounds of bein
沉着
发表于 2025-3-30 23:41:17
equations of first order. Further on, this system is represented in the form of a matrix differential equation of first order complemented by corresponding matrix initial-value conditions (IVCs) and/or boundary conditions (BCs). We present the general principles of application of this matrix approa