Proceedings of the International School of Physics "Enrico Fermi.", Volume 72N. Zanichelli, 1979 - Nuclear physics |
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Page 35
At this stage, 6 is naturally endowed with the notion of disjoin tn ess : a, b e £ are
called disjoint, and we write o ± 6, if and only if a < bx, or, equivalently, if and only
if a(a) + «(6)<1 for all xe6f. Leaving aside a discussion on motivations, we insert ...
At this stage, 6 is naturally endowed with the notion of disjoin tn ess : a, b e £ are
called disjoint, and we write o ± 6, if and only if a < bx, or, equivalently, if and only
if a(a) + «(6)<1 for all xe6f. Leaving aside a discussion on motivations, we insert ...
Page 38
Then it is natural to adopt a law analogous to (2.3), namely (2.3') There exists in :
Sf the join of disjoint elements, and every state is additive on disjoint elements,
i.e. x(a\Jb) = <x(a) + <x(b) when a)(b. Also for the structure (&, j_) the
orthomodular ...
Then it is natural to adopt a law analogous to (2.3), namely (2.3') There exists in :
Sf the join of disjoint elements, and every state is additive on disjoint elements,
i.e. x(a\Jb) = <x(a) + <x(b) when a)(b. Also for the structure (&, j_) the
orthomodular ...
Page 127
real sets to JS, which has the following properties: i) x(Q) = 0, x(R) = Q; ii) if E, and
E„ are disjoint sets, then x(El) and x(E„) are disjoint sets; iii) x( |J = |J x(E,) if J?, is
a sequence of disjoint sets. The probability measure on the real line fi(x(E)) (E ...
real sets to JS, which has the following properties: i) x(Q) = 0, x(R) = Q; ii) if E, and
E„ are disjoint sets, then x(El) and x(E„) are disjoint sets; iii) x( |J = |J x(E,) if J?, is
a sequence of disjoint sets. The probability measure on the real line fi(x(E)) (E ...
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Contents
E Amaldi Radioactivity a pragmatic pillar of probabilistic | 1 |
Statistical fluctuations | 10 |
Final remarks | 21 |
Copyright | |
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