no code implementations • 27 May 2021 • Juerg Kohlas, Arianna Casanova, Marco Zaffalon
In a recent work we have shown how to construct an information algebra of coherent sets of gambles defined on general possibility spaces.
no code implementations • 25 May 2021 • Juerg Kohlas, Arianna Casanova, Marco Zaffalon
In this paper, we show that coherent sets of gambles can be embedded into the algebraic structure of information algebra.
no code implementations • 26 Feb 2021 • Arianna Casanova, Juerg Kohlas, Marco Zaffalon
In this paper, we show that coherent sets of gambles and coherent lower and upper previsions can be embedded into the algebraic structure of information algebra.
no code implementations • 8 Dec 2016 • Juerg Kohlas
Also this theory sheds light on the different structures of valuation-based systems, like regular algebras (represented by probability potentials), canncellative algebras (Gaussian potentials) and general separative algebras (density functions).
