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E. Collani (2014)
Five Turning Points in the Historical Progress of Statistics - My Personal VisionSerdica Journal of Computing, 8
A. Yakovlev, E. Collani, M. Mayer-Pröschel, M. Noble (2000)
Stochastic formulations of a clock model for temporally regulated generation of oligodendrocytes in vitroMathematical and Computer Modelling, 32
E. Collani (1998)
A Simple Algorithm for Calculating Approximately the Reliability of Almost Arbitrary Large Networks
X. Zhai, E. Collani (2009)
A Graphical Tool for Visualizing Bernoulli StochasticsInt. J. Emerg. Technol. Learn., 4
X. Zhai, E. Collani (2009)
Strategies for Teaching a Novel Approach to Handling Uncertainty Scientifically via InternetInt. J. Emerg. Technol. Learn., 4
B. Dimitrov, E. Collani (1995)
Contorted uniform and Pareto distributionsStatistics & Probability Letters, 23
X. Zhai, E. Collani (2011)
Evaluate Stochastikon Magister by QuestionnaireInt. J. Emerg. Technol. Learn., 6
E. Collani, D. Monica (2004)
Stochastic Methods for Production ProcessesEconomic Quality Control, 19
J. Uncertain Systems, 2
On February 25, 2017, we lost the founder and longtimeEditor-in-Chief of this journal, Prof. Dr. Elart von Collani. Taking care ofthe journal was only one among many of Elart’s responsibilities. He was alsoan engineering educator, an author of scientific articles and books, alecturer in Mathematics and Statistics at Würzburg University, avisiting professor at universities all over the world, a philosopher, abenevolent and noble man, and a true friend. On the following pages, I willexpress my personal account of Elart’s character and of his scientific work.Figure 1Elart von Collani (1944–2017)Favored Topic: Modeling Uncertainty.Elart von Collani’s entire research revolved around the concept ofuncertainty. In modeling uncertainty, he identified two sources ofuncertainty: human ignorance with respect to the past and universalrandomness with respect to the future. According to him, randomness is acharacteristic property of any real-world process, because each process’repetition yields a different outcome. Thus, modeling randomness meansmodeling this variability, taking into account the limited knowledge orignorance about the initial conditions. In commemoration of Jakob Bernoulli,von Collani named this mathematical model of uncertainty, describing thetransition from past to future, Bernoulli Space. Utilizing the Bernoulli Space, he developed reliable andaccurate stochastic prediction and measurement procedures for makingdecisions. In contrast to traditional scientific models,
Economic Quality Control – de Gruyter
Published: Jun 1, 2017
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