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:4 + v + :2 f/4 The block-spin transformation can be regarded as a mapping (u, v) ~ (u', v') in parameter space. By carrying out the block-spin transformation repeatedly, an initial point (u, v) in parameter space generates a sequence of points, which may be connected to form a trajectory. By doing this for different initial points, we obtain the "flow diagram" of Fig. 18.3. A salient feature of the mapping are the "fixed points"-values (u, v) that remain unchanged under the transformation: u = 0, u = 1, v= 1 .net pdf 417 reader Packages matching PDF417 - NuGet Gallery
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