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Moreover, we show the interest of mode signs and source spectrum estimations in case of depth localization by and approaches.
In the case of depth perception, there is a distinction between the amount of depth that the object is seen to have (a mind-independent property) and the realism or convincingness of the depth experience (a mind-dependent property).
In a case of depth degraded by compression artifacts, almost all pixels are quantized thus changing their original values and therefore causing the BAD metric to show very low quality while the quality of the rendered views will not be that bad.
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For the cases of depth of 2 presented in Fig. 7, we notice that we have the best performance while considering only the texture variation.
Results are obtained for three different cases of depth span ratios and compared with available theory and finite element method-based software ANSYS.
Crack-free, hard cases of depths up to 600 μm and average hardness values up to 641 ± 86 HV0.3 were observed.
Especially in the case of TEM depth of 100 μm, the COP is enhanced up to 110% at an optimal spacer depth ratio (ε−1) of 10.
It became economically favorable when injected more than 2.2 times per year for the case of water depth 1250 m, while it required more than 3.3 times per year for the case of water depth of 600 m.
In the case of beam depth of 175 mm, the same phenomenon is observed.
In the case of noisy depth video frames, we can write f ( l ) = g ( l ) + n ( l ), (4).
In the case of water depth of 1000 m, the shield effect becomes weak and the cut-off frequency is shifted to about 0.1 Hz.
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