On Operator Valued Haar Unitaries and Bipolar Decompositions of R-diagonal Elements

Author:

Dykema Ken,Griffin John

Publisher

Springer Science and Business Media LLC

Reference11 articles.

1. Boedihardjo, M., Dykema, K.: On algebra-valued R-diagonal elements. Houston J. Math. 44, 209–252 (2018) (Erratum 49(2023), 157–158)

2. Dykema, K., Griffin, J.: On operator valued Haar unitaries and bipolar decompositions of R-diagonal elements, Submitted code arXiv:2306.17133

3. Nica, A., Shlyakhtenko, D., Speicher, R.: $$R$$-diagonal elements and freeness with amalgamation. Can. J. Math. 53, 355–381 (2001)

4. Nica, A., Shlyakhtenko, D., Speicher, R.: Operator-valued distributions. I. Characterizations of freeness. Int. Math. Res. Not. 2002(29), 1509–1538 (2002)

5. Nica, A., Speicher, R.: $$R$$-diagonal pairs–a common approach to Haar unitaries and circular elements, Free Probability Theory (Waterloo Ontario, 1995). Fields Inst. Commun. Am. Math. Soc. 12, 149–188 (1997)

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