Proceedings of the International School of Physics "Enrico Fermi.", Volume 72N. Zanichelli, 1979 - Nuclear physics |
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Page 42
... closed subsets of P : ACP is called a closed subset , or a « flat » , if and only if A = Ā . We add a restriction on the closure relation : that the empty set Ø be closed . Then we can prove that the closed subsets ( flats ) of P form a ...
... closed subsets of P : ACP is called a closed subset , or a « flat » , if and only if A = Ā . We add a restriction on the closure relation : that the empty set Ø be closed . Then we can prove that the closed subsets ( flats ) of P form a ...
Page 53
... closed projections of To is found [ 14 , 28 ] to coincide with { 2 : a L } . Recalling the properties of the closed projections of Baer * -semi - groups , and noticing that the one - to - one correspondence between { 2 : aL } and is ...
... closed projections of To is found [ 14 , 28 ] to coincide with { 2 : a L } . Recalling the properties of the closed projections of Baer * -semi - groups , and noticing that the one - to - one correspondence between { 2 : aL } and is ...
Page 60
... closed ( in the sense of Hilbert spaces ) subspaces of H. Physically , the coincidence M ( P ) = N ( P ) = L ( H ) can be interpreted as follows : a subset A of states is closed in the sense of Hilbert spaces if an only if it is closed ...
... closed ( in the sense of Hilbert spaces ) subspaces of H. Physically , the coincidence M ( P ) = N ( P ) = L ( H ) can be interpreted as follows : a subset A of states is closed in the sense of Hilbert spaces if an only if it is closed ...
Contents
The discovery of the law of radioactive decay | 6 |
Early models of the nucleus | 15 |
Final remarks | 21 |
Copyright | |
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