BibSonomy publications for /author/Rossberg http://www.bibsonomy.org/author/Rossberg BibSonomy RSS Feed for /author/Rossberg Rezensionen http://www.bibsonomy.org/bibtex/2ebb7be2afa7b34c39a93cb44eaa1da05/smicha smicha 2008-04-23T13:57:40+02:00 imported
Rezensionen
H. Weinert and H. Hollatz and N. Sieber and A. G{\"U}pfert and W. Th{\"U}melt and H. U. K{\"U}enle and W. D{\"U}ck and H. J. Rossberg and J. Mecke and D. Stoyan and P. Rudolph and K. H. Bachmann and G. Polze and J. Born and J. Nietzsch and R. Reinhardt and M. Sch{\"A}uble Statistics 7 957--975 (1976)
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]]> Book Reviews http://www.bibsonomy.org/bibtex/26393b7285b6f384ce2451c63849cc662/smicha smicha 2008-04-23T13:57:40+02:00 imported
Book Reviews
W. Schmidt and J. Franz and O. Bunke and M. M{\"O}hner and W. N{\"A}ther and H. Bunke and H. A{\"A}uter and H. Bandemer and H. J. Girlich and H. J. Rossberg and H. L{\"A}uter and R. M{\"A} and K. Henschke and H. H. F{\"A}hrmann and A. Hahnewald-Busch and E. Platen and Barbara Grabowski and J. Polzehl Statistics 13 145--160 (1982)
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]]> Die bedeutung von KINGMANS integralungleichnngen bei der approximation der statlonÄren wartezeitverteilung im modell gi/g/1 mit und ohne verzÖgerung beim beginn einer beschÄftigungsperiode http://www.bibsonomy.org/bibtex/257b820d97b7a6ea91dcab2f474281356/smicha smicha 2008-04-23T13:57:40+02:00 imported
Die bedeutung von KINGMANS integralungleichnngen bei der approximation der statlonÄren wartezeitverteilung im modell gi/g/1 mit und ohne verzÖgerung beim beginn einer beschÄftigungsperiode
H. J. Rossberg and G. Siege Statistics 5 687--699 (1974)
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]]> Uniqueness theorems for the components of a convolution given on a half line http://www.bibsonomy.org/bibtex/240bc02911b0e3f29a01dc88bbdaa91db/smicha smicha 2008-04-23T13:57:40+02:00 imported
Uniqueness theorems for the components of a convolution given on a half line
H. J. Rossberg and Chu Duc Statistics 11 361--371 (1980)
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]]> Characterization of the exponential and the pareto distributions by means of some properties of the distributions which the differences and quotients of order statistics are subject to http://www.bibsonomy.org/bibtex/207a3476f8d2a530bbc61d00142376cc1/smicha smicha 2008-04-23T13:57:40+02:00 imported
Characterization of the exponential and the pareto distributions by means of some properties of the distributions which the differences and quotients of order statistics are subject to
H. J. Rossberg Statistics 3 207--216 (1972)
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]]> THE LINDEBERG-FELLER THEOREM FOR POSITIVE DEFINITE DENSITIES http://www.bibsonomy.org/bibtex/204e54c5057748182e5a0c56393680a55/smicha smicha 2008-04-23T13:57:40+02:00 imported
THE LINDEBERG-FELLER THEOREM FOR POSITIVE DEFINITE DENSITIES
Hans-Joachim Rossberg and Manfred Riedel Statistics 36 365--368 (2002)
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]]> The berry--esseen inequalities derived from restricted convergence http://www.bibsonomy.org/bibtex/27178f78a19c635b3afc55ad5dc848a61/smicha smicha 2008-04-23T13:57:40+02:00 imported
The berry--esseen inequalities derived from restricted convergence
Hans-Joachim Rossberg Statistics 20 449--451 (1989)
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]]> Characterization of th estandard normal probability density within the class of self--adjoint (self--reciprocal) densities http://www.bibsonomy.org/bibtex/2fb70a416de977f10b42ba438baacbc45/smicha smicha 2008-04-23T13:57:40+02:00 imported
Characterization of th estandard normal probability density within the class of self--adjoint (self--reciprocal) densities
Hans-Joachm Rossberg Statistics 22 651--654 (1991)
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]]> Book reviews http://www.bibsonomy.org/bibtex/2b1691dcfa6808887eb5688dcde31d9ea/smicha smicha 2008-04-23T13:57:40+02:00 imported
Book reviews
H. Bandemer and L. v. Wolfersdorf and H. Toutenburg and J. Groh and R. Bartoszynski and O. Bunke and H. L{\'A}uter and F. Beichelt and G. Enderlein and K. Fischer and W. Randt and W. Schmidt and J. Kleffe and W. N{\"A}ther and H. J. Rossberg and D. Stoyan Statistics 8 407--418 (1977)
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]]> First-Order Logic, Second-Order Logic, and Completeness http://www.bibsonomy.org/bibtex/209bbc1165ec9bbc7cbe86dc3a9f4da54/callagialla callagialla 2008-03-20T21:20:07+01:00 diss
First-Order Logic, Second-Order Logic, and Completeness
Marcus Rossberg First-Order Logic Revisited 303-321 (2004)
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