Lawrence Christian Biedenharn
Affiliations: | 1961-1992 | Physics | Duke University, Durham, NC |
Area:
mathematical physicsWebsite:
https://phy.duke.edu/about/history/historical-faculty/lawrence-c-biedenharnGoogle:
"Lawrence Christian Biedenharn, Jr."Bio:
(1922 - 1996)
http://www.physics.adelaide.edu.au/theory/staff/mlohe/Obituary.html
https://www.gf.org/fellows/all-fellows/lawrence-c-biedenharn-jr/
https://inspirehep.net/record/1019638?ln=en
http://adsabs.harvard.edu/abs/1950PhDT........20B
Mean distance: 10.96 | S | N | B | C | P |
Parents
Sign in to add mentorVictor Frederick Weisskopf | grad student | 1949 | MIT | |
(Influence of Noncentral Interactions on Low Energy Neutron Proton Scattering.) |
Children
Sign in to add traineeGordon Edward Baird | grad student | 1964 | Duke |
Djordje Sijacki | grad student | 1972-1974 | Duke |
Nyayapathi Swamy | research scientist | Duke |
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Publications
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Biedenharn LC, Lohe MA. (1996) Coordinates of the Quantum Plane as q-Tensor Operators in U |
Biedenharn LC, Lohe MA, Williams HT. (1994) Symmetry properties of matrix elements of canonical SU(3) tensor operators Journal of Mathematical Physics. 35: 6672-6684 |
Dobrev VK, Truini P, Biedenharn LC. (1994) Representation theory approach to the polynomial solutions of q-difference equations: U |
Biedenharn LC, Bincer AM, Lohe MA, et al. (1992) New relations and identities for generalized hypergeometric coefficients Advances in Applied Mathematics. 13: 62-121 |
Biedenharn LC, Lohe MA. (1992) An extension of the Borel-Weil construction to the quantum group U |
Gould M, Biedenharn LC. (1992) The pattern calculus for tensor operators in quantum groups Journal of Mathematical Physics. 33: 3613-3635 |
Lohe MA, Biedenharn LC, Louck JD. (1991) Tensor operator formulation of Weyl-ordered polynomials. Physical Review D: Particles and Fields. 43: 617-619 |
Lohe MA, Biedenharn LC, Louck JD. (1991) Tensor operator formulation of Weyl-ordered polynomials Physical Review D. 43: 617-619 |
Biedenharn LC, Louck JD. (1990) Inhomogeneous basis set of symmetric polynomials defined by tableaux. Proceedings of the National Academy of Sciences of the United States of America. 87: 1441-5 |
Biedenharn LC, Tarlini M. (1990) On q-tensor operators for quantum groups Letters in Mathematical Physics. 20: 271-278 |