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On a Geometric Representation of Probability Laws and of a Coherent Prevision-Function According to Subjectivistic Conception of Probability
by
Angelini, Pierpaolo
, De Sanctis, Angela
in
Coherence
/ collinearity
/ convex set
/ linear dependence
/ metric
/ Representations
/ vector subspace
2018
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On a Geometric Representation of Probability Laws and of a Coherent Prevision-Function According to Subjectivistic Conception of Probability
by
Angelini, Pierpaolo
, De Sanctis, Angela
in
Coherence
/ collinearity
/ convex set
/ linear dependence
/ metric
/ Representations
/ vector subspace
2018
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On a Geometric Representation of Probability Laws and of a Coherent Prevision-Function According to Subjectivistic Conception of Probability
Journal Article
On a Geometric Representation of Probability Laws and of a Coherent Prevision-Function According to Subjectivistic Conception of Probability
2018
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Overview
We distinguish the two extreme aspects of the logic of certainty by identifying their corresponding structures into a linear space. We extend probability laws P formally admissible in terms of coherence to random quantities. We give a geometric representation of these laws P and of a coherent prevision function P which we previously defined in an original way. We are the first in the world to do this kind of work: it is the foundation of our next and extensive study concerning the formulation of a geometric, wellorganized and original theory of random quantities.
Publisher
Accademia Piceno Aprutina dei Velati in Teramo (APAV),Accademia Piceno Aprutina dei Velati
Subject
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