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  1. federico.carminati

    Reconstructing probability density function from marginal distributions

    For each energy of the incoming neutron there is a distribution of the kinematic variables of the outgoing particles, which could be from 2 to several. Each particle is characterized by an energy and an angle theta (distributions are symmetric in phi). So I have 2 x n variables. The constraint...
  2. federico.carminati

    Reconstructing probability density function from marginal distributions

    I know, but there is very little I can say more. The scattering data for neutron induced reactions come as marginal distributions, either as discrete functions or as different continuous functions. The balance of energy-momentum is not conserved, so the problem is to create a joined distribution...
  3. federico.carminati

    Reconstructing probability density function from marginal distributions

    Good afternoon everybody, all my apologies if this is a stupid question and sorry in advance because I am sure I will not do a good job in explaining my problem, since it is not entirely clear to me either. Here it is. Suppose I have an unknown multidimensional probability density...