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References
- 1
- A.N.Tikhonov, V.Ya.Arsenin. Solution of ill-posed
problems, Wiley, 1977
- 2
- E.L.Kosarev. Shannon's superresolution limit for
signal recovery. Inverse Problems, Vol.6, No.1, pp.55-76, 1990
- 3
- V.I.Gelfgat, E.L.Kosarev, E.R.Podolyak. Programs
for signal recovery from noisy data using the maximum likelihood
principle. Part 1: General description.
Computer Physics Communications, Vol.74, No.3, pp.335-348, 1993,
Part 2: Program implementation. ibid, pp.349-357, 1993
- 4
- G.Agakichiev, E.Kolganova, G.Ososkov, Yu.Panebratsev.
Effective Pulse Resolution Algorithms for Detectors with Gaussian-like
Signal Shape, JINR Rapid Comm., 1997 (in print)
- 5
- W. Chen, H.Kraner, P.Rehak, et al. Large Area Cylindrical
Silicon Drift Detector. IEEE Trans. Nucl. Sci., Vol.NS-39, No.4,
pp.619-628, 1992
- 6
- H.Cramér. Mathematical Methods of Statistics.
Princeton University Press, Princeton, N.J., 1946, ch.32.
Alexander S. Semenov
Wed Jul 2 11:24:36 MSD 1997