Improving the convergence rate of Jansson's deconvolution method

We investigate a technique to speed up the convergence of Jansson's deconvolution method. The technique extends the work of Agard who applied an inverse filter to the correction term in Jansson's iterative equation. Test cases include severely overlapped peaks having moderate and low signal-to-noise ratios. The results show significant reductions in the final estimate's rms error.