Integral Kernel Estimates for a Linear Singular Operator Linked with Boltzmann Equation Part 2: Small Singularities 0 < Ν < 1 and Regularity Issues

@inproceedings{Alexandre2005IntegralKE,
  title={Integral Kernel Estimates for a Linear Singular Operator Linked with Boltzmann Equation Part 2: Small Singularities 0 < Ν < 1 and Regularity Issues},
  author={Radjesvarane Alexandre},
  year={2005}
}
In this work, we continue the study of precise functional properties of a linear operator linked with Boltzmann quadratic operator, started in Part I. This is done for singular cross-sections. In particular, we show Calderon-Zygmund type estimates.