Titlebook: Decision Processes by Using Bivariate Normal Quantile Pairs; N. C. Das Book 2015 The Editor(s) (if applicable) and The Author(s), under ex

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Bivariate Normal Distribution and Heuristic-Algorithm of BIVNOR for Generating Biquantile Pairs,tering, estimation and detection, Wiley India, New Delhi, .). That is followed by a brief presentation of the various properties of bivariate normal distribution and its applications by Essenwagner (Applied statistics in atmospheric science, part A. Frequencies and curve fitting, Elsevier, New York,

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Software Reliability Testing and Tables Explained,reliability testing of each of the components of the approach suggested in this book. It is also necessary to test their reliability, as well as their validity, and decide whether or not they yield sustainable results in a fairly wide range of situations encountered by users. The way the tables deve

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Decision Scenario: Problems and Prospects,ed in Sect. . (The chapter aims to provide an effective link between what have been achieved through previous text with what are to be presented in Chap. .. Later half of Chap. . contained development of algorithm for BIVNOR, whereas contents of Chap. . are methods developed for their validity and r

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Decision Processes by Using Bivariate Normal Quantile Pairs978-81-322-2364-1

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endence, and offer scope for delving up to a single step of dynamism. The book subsequently addresses averments dealing with applications and advantages. .The content is useful to empirical scientists and risk-978-81-322-2947-6978-81-322-2364-1

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Aufbau und technische Voraussetzungenmponent of complexity, that is dynamism, has been represented as the vertex .., the apex vertex of the base triangle of that tetrahedral structure, representing decision complexity. It has been summarized in Sects. ., ., . and ., only to assert that mankind has been quite progressive on this front a

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https://doi.org/10.1007/978-1-60761-250-6 other problems in their generation, which were sorted out and strategies to meet such problems were listed and used in perfecting the same algorithm. This was followed by finding the role of equi-quantile value BIGH for each probability level and correlation value as the initial point of such itera

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Dieter Rickenmann,Christian Scheidles in their applications for tangible solutions. This fulfils the aspirations of developers of such celebrated tools and of the decision-makers by the use of long-awaited biquantile pairs/equi-quantile values. This chapter has 12 sections of which Sect. ., as already stated, is devoted to early peri