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least-squares searches, enabled the first model-independent extraction of
least-squares searches, enabled the first model-independent extraction of
<math>E\lambda</math>
<math>E\lambda</math>
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matrix elements from multiple Coulomb excitation data. These fairly complete
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matrix elements from multiple Coulomb excitation data.  
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sets of E2 matrix elements made it possible to exploit the rotational invariants
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technique to extract the underlying quadrupole collective degrees of freedom
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directly from the Coulomb excitation data. Note that it is not viable to
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perform a completely model-independent analysis in that models extrapolate
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from the set of measured
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<math>E\lambda</math>
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matrix elements to estimate other matrix elements that are insensitive to the
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data set but play a weak role in the Coulomb excitation process, for example
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the influence of virtual excitation of the highest spin states or of
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excited-state static electric quadrupole moments.
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[[Model_independent_analysis | Model-independent analysis]]
[[Model_independent_analysis | Model-independent analysis]]

Revision as of 15:01, 29 April 2011

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