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The method assumes approximately 50percentturnoutut in November.
The method assumes a turnout of approximately 50percenttomorrowow.
First, the method assumes that an extreme point is known.
This method assumes that faces belonging to one individual reside in a low-dimensional linear subspace.
The method assumes that the unknown functions and can be expanded as (4.1).
The method assumes the solution as an infinite series: y = ∑ n = 0 ∞ y n. (15).
The method assumes the diffuse and ground-reflected radiation streams are both isotropic.
The proposed method assumes that the humanoid robot meets the following conditions: 1.
This method assumes the determination of pixels which fulfil threshold values, assorted experimentally.
This method assumes that the blade can be divided into several elements.
The two-point DIXON method assumes that the main field B0 homogeneity is perfect.
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