Probability distribution of the classical implication intensity seen as a random variable in Statistical Implicative Analysis
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comunitat-uji-handle2:10234/71345
comunitat-uji-handle3:10234/97762
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TFG-TFMMetadades
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Probability distribution of the classical implication intensity seen as a random variable in Statistical Implicative AnalysisAutoria
Tutor/Supervisor; Universitat.Departament
Gregori Huerta, Pablo; Universitat Jaume I. Departament de MatemàtiquesData de publicació
2017Editor
Universitat Jaume IResum
Starting from mathematical didactic situations, the method of Statistical Implicative Analysis
is developed in correspondence with the problems encountered and the issues raised. Its main
objective is to structure ... [+]
Starting from mathematical didactic situations, the method of Statistical Implicative Analysis
is developed in correspondence with the problems encountered and the issues raised. Its main
objective is to structure data, interrelating subjects and variables, extracting inductive rules
between variables and, from the contingency of these rules, the explanation and consequently
a certain forecast in different areas: psychology, sociology, biology, etc. This is why the concepts
of intensity of implication, class cohesion, implication-inclusion, meaning of hierarchical
levels, contribution of supplementary variables, etc. were created. In this work, most of the
fundamental concepts of Statistical Implicative Analysis (SIA) are offered. We also study the
behavior of the classical Gras implication index as a random variable, when applied to a couple
of Bernoulli variables (X, Y ), independent or not. [-]
Paraules clau / Matèries
Descripció
Treball Final del Màster Universitari en Matemàtica Computacional. Codi: SIB027. Curs acadèmic 2016-2017
Tipus de document
info:eu-repo/semantics/masterThesisDrets d'accés
Licencia CC-BY-SA
info:eu-repo/semantics/openAccess
info:eu-repo/semantics/openAccess
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