The matrix-vector product in the second term in Eq. (7) can be simplified with finite difference approximation as: $$\begin{aligned} \nabla _{\alpha , \omega}^{2} {\mathscr {L}}_{\text {train }}(\omega, \alpha ) \nabla _{\omega^{\prime }} {\mathscr {L}}_{\text {val }...
be interested TI6 z be kept in TNN o be lacking TN1 1 be late TOq k be lenient with TPO BM be liable TQa m be located TRA BJ be lucky TSJ l be married TSu Bi be missing TUQ 0 be obstinate TVE BM be on duty TWQ BA be painful TXQ BE be proud TYU h be quiet ...
[0025] Viewed simplistically, this “trigger” mechanism, whereby the contrast agent is “turned on” (i.e. increases the relaxivity) by the presence of the target substance, is based on a dynamic equilibrium that affects the rate of exchange of water molecules in one or more coordination sit...
The matrix-vector product in the second term in Eq. (7) can be simplified with finite difference approximation as: $$\begin{aligned} \nabla _{\alpha , \omega}^{2} {\mathscr {L}}_{\text {train }}(\omega, \alpha ) \nabla _{\omega^{\prime }} {\mathscr {L}}_{\text {val }...