Exact(23)
The papers took two approaches: (1) matrix mechanics, proposed by Werner Heisenberg, Max Born, and Pascual Jordan, and (2) wave mechanics, put forward by Erwin Schrödinger.
Fig. 1 Matrix factorization.
Table 1 Matrix.
Stage 1 matrix adaptation.
Figure 1 Matrix converter modulation and control methods.
where Λ ̃ is a (U - 1 × U - 1) matrix, while the null matrix 0 is a (Neff, u- U + 1 × Neff, u- U + 1) matrix.
Similar(37)
The analyses were done using three tools: (1) matrix-scan from RSAT[ 33]; (2) TransFind[ 34]; and (3) oPOSSUM[ 35].
where ρ is N c×1 matrix.
Where u is N×1 matrix.
Most algorithms discussed before focus on 0, 1 matrix.
Good compatibility between ZIF-67 nanoparticles and PIM-1 matrix rendered ideal interfacial morphology.
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