Conservative and non-conservative partitioned systems: equivalences and interconversions
نویسنده
چکیده
Apparently, the buffering concept and the associated terminology are applicable if and only if the system under study has been structured in a particular way. Namely, the elements of a whole must be grouped into exactly two separate groups both of which can be condensed into a single function of a common variable. In the axiomatic definition of the signed probability measure t and the other three buffering parameters b, T, B (Supplement 7), this grouping is reflected in an ordered system of a subbag and its unique complement.
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