Quickly converging iterative algorithm for measurand reconstruction

Abstract Among the various methods used to solve the problem of measurand reconstruction, the iteratives ones are popular owing to their simplicity. However, the long computation time they usually require is a serious drawback. A new quickly converging iterative algorithm, derived from the Jansson iterative algorithm is proposed. The study of the algorithm is carried out using synthetic and real-world data. The results of reconstruction are compared with those obtained by means of the Jansson iterative algorithm and the Tikhonov regularization-based algorithm.