Particle scatterjng in a random-inhomogeneous magnetic field

The problem of charged particle motion in a random-inhomogeneous electromagnetic field based on a specially developed scheme is considered: formulae obtained for disintegration of statistical mean values in functional space have been applied for neutralization of stochastic evolution equation which then has been reduced to the Boltzmann equation for collisionless motion of charged particles in a fluctuating electromagnetic field. The obtained equations, in particular, agree with the known results and they generalize them. The suggested scheme differs both by simplicity and generality and field of its applicability exceeds the given problem