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nbsp; (iv) Oblique projection diagrams In the oblique projection, the shape which appears
in the foreground is expressed by the actual shape. Therefore, if a cube
is assumed to be placed on a lattice, the square which is the front surface
coincides with the unit lattice. Therefore, only the oblique lines which
express depth are to be devised in this case to express a cube.
(v) Use of long oblique lines Let's use long oblique lines freely and try to change the image of the lattice drastically. However, it is not good if the diagram of the modified part is isolated from the whole. Therefore, it is necessary to note that the introduction part seems to continue from the square lattice to the oblique lines as smoothly and naturally as possible. KOHSEI (Basic Art amp; Design) of a new type
of three-dimensional effect is possible to be created by proceeding the
above deformation.
nbsp; nbsp; |
 |
Fig. 9 Univariate posterior distributions of power spectrum amplitudes for a test without (left panel) and with (right panel) foreground corrections over the full range of Fourier modes considered in this work. Red lines correspond to the true underlying cosmological power spectrum from which mock data sets were generated. The left panel clearly shows that uncorrected foreground effects yield excessive power for large-scale modes and also introduce an overall biased result. In contrast, the right panel shows results obtained from our test with foreground corrections. Clearly, a detailed treatment of all foreground effects permits us to obtain an unbiased measurement of power spectrum amplitudes over the full range of Fourier modes. |
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