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Lévy-Hinčin type
theorems for multiplicative and additive free convolution
Hari Bercovici and Dan-Virgil Voiculescu |
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Vol. 153 (1992), No. 2, 217–248
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Abstract |
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We give a description of infinitely divisible compactly supported probability measures relative to the multiplicative free convolutions on the positive half-line and on the unit circle. A new proof is provided for the analogous result for additive free convolution. |
Mathematical Subject Classification 2000
Secondary: 43A32, 46F10, 60B15
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Milestones
Received: 1 December 1990
Published: 1 April 1992
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Authors |
| Hari Bercovici | |
| Dan-Virgil Voiculescu | |
| Department of Mathematics Univ. of California Berkeley 970 Evans Hall #3940 Berkeley CA 94720-3840 United States |
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| http://math.berkeley.edu/index.php?module=mathfacultyman\&MATHFACULTY_MAN_op=sView\&MATHFACULTY_id=99 | |
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