Abstract
New results are presented for fractal structures and intermittency in QCD parton showers. The particle momenta define a fractal curve in energy-momentum space with a dimension which is asymptotically equal to 1 + √3 α s/2 π. This gives a geometrical interpretation of the anomalous dimension in QCD. For the distribution in small angular regions we see that the corresponding multifractal dimension are the same if we bin in y or Ψ or do a two-dimensional analysis in y and Ψ.
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