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Stochastic simulation of urban environments

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Academic year: 2021

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Figure 1: Realization of tessellations into a disc. The first row shows PLT with from left to right an anisotropy of 0, 0.5 and 1
Table 1: Expectancies of various morphological features of PLT and Crack STIT in function of their intensity λ and their anisotropy parameter ξ
Figure 2: Steps in the building generation. From a tessellation (1) we apply an erosion operator to axis (2) in each new cell, we compute its dilated polygon with respect to its center of mass (3) we draw on this polygon a Poisson Point Process (4) whose p
Figure 3: Sketch of the source S as a sphere observed from the front and from above. One can see the definition of angles θ z θ xy that identify the first portion of a ray r (0) θ xy ,θ z .
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