Physical applications of freeness (1999)

by Roland Speicher, Peter Neu
Venue:In XIIth International Congress of Mathematical Physics (ICMP ’97
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MULTINOMIAL IDENTITIES ARISING FROM THE FREE PROBABILITY THEORY

by unknown authors , 2002
"... ABSTRACT. We prove a family of new identities fulfilled by multinomial coefficients, which were conjectured by Dykema and Haagerup. Our method bases on a study of the, so–called, triangular operator T by the means of the free probability theory. 1. ..."
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ABSTRACT. We prove a family of new identities fulfilled by multinomial coefficients, which were conjectured by Dykema and Haagerup. Our method bases on a study of the, so–called, triangular operator T by the means of the free probability theory. 1.

MULTINOMIAL IDENTITIES ARISING FROM FREE PROBABILITY THEORY

by unknown authors , 2003
"... ABSTRACT. We prove a family of new identities fulfilled by multinomial coefficients, which were conjectured by Dykema and Haagerup. Our method bases on a study of the, so–called, triangular operator T by the means of the free probability theory. 1. ..."
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ABSTRACT. We prove a family of new identities fulfilled by multinomial coefficients, which were conjectured by Dykema and Haagerup. Our method bases on a study of the, so–called, triangular operator T by the means of the free probability theory. 1.