By Jean-Pierre Gabardo
During this paintings, the utmost entropy technique is used to unravel the extension challenge linked to a positive-definite functionality, or distribution, outlined on an period of the true line. Garbardo computes explicitly the entropy maximizers resembling numerous logarithmic integrals reckoning on a complicated parameter and investigates the relation to the matter of forte of the extension. those effects are in accordance with a generalization, in either the discrete and non-stop circumstances, of Burg's greatest entropy theorem.
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