On the generalized second limit-theorem in the calculus of probabilities.

Keywords

Mathematics, Calculus (dental), Limit (mathematics), Algebra over a field, Mathematical economics

References

• A proof of the generalized second-limit theorem in the theory of probabilityMaurice Fréchet, J. Shohat — 1931
• A Remark on Characteristic FunctionsA. Zygmund — 1947
• Über den Konvergenzbegriff der mathematischen StatistikAurel Wintner — 1928

Cited by

• On population-size-dependent branching processesFima C. Klebaner — 1984
• A Mathematical Foundation for Statistical NeurodynamicsШун-ичи Амари, Kiyonori Yoshida, Kenichi Kanatani — 1977
• Characterization by invariance under length-biasing and random scalingAnthony G. Pakes — 1997
• The expected eigenvalue distribution of a large regular graphBrendan D. McKay — 1981
• On the moment limit of quantum observables, with an application to the balanced homodyne detectionJ. Kiukas, P. Lahti† — 2007
• Moment Operators of Observables in Quantum Mechanics, with Applications to Quantization and Homodyne DetectionJukka Kiukas — 2008
• A mathematical study of the founder principle of evolutionary geneticsP. Holgate — 1966
• Population-size-dependent branching process with linear rate of growthFima C. Klebaner — 1983
• Supplementary appendix to: A multiple testing approach to the regularisation of large sample correlation matricesN. T. J. Bailey, M. Hashem Pesaran — 2015
• Moment Operators of Observables in Quantum Mechanics, with Applications to Quantization and Homodyne DetectionTurun Yliopiston Julkaisuja — 2007
• On population-size-dependent branching processesFima C. Klebaner — 1984
• A mathematical study of the founder principle of evolutionary geneticsP. Holgate — 1966
• POPULATION-SIZE-DEPENDENT BRANCHING PROCESSF. Klebaner — 1983

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