# keywords[]
Hypergeometric Series Very Well Poised On Lie Algebras

# educationAndTraining[].organization.label
Yale University - (New Haven, Connecticut, United States)

# educationAndTraining[].organization.label
Princeton University - (Princeton, New Jersey, United States)

# publications[].label
SOME Q-BETA AND MELLIN-BARNES INTEGRALS WITH MANY PARAMETERS ASSOCIATED TO THE CLASSICAL-GROUPS

# publications[].publisher
Society for Industrial & Applied Mathematics (SIAM)

# publications[].label
MULTILATERAL SUMMATION THEOREMS FOR ORDINARY AND BASIC HYPERGEOMETRIC-SERIES IN U(N)

# publications[].publisher
Society for Industrial & Applied Mathematics (SIAM)

# publications[].label
A SUMMATION THEOREM FOR HYPERGEOMETRIC-SERIES VERY-WELL-POISED ON G2

# publications[].publisher
Society for Industrial & Applied Mathematics (SIAM)

# publications[].label
Well-poised Macdonald functions W-lambda and Jackson coefficients omega(lambda) on BCn

# publications[].label
RACAH POLYNOMIALS AND A 3-TERM RECURRENCE RELATION FOR THE RACAH COEFFICIENTS

# publications[].label
AN UMBRAL CALCULUS FOR POLYNOMIALS CHARACTERIZING-U(N) TENSOR-OPERATORS

# publications[].label
U(N) WIGNER COEFFICIENTS, THE PATH SUM FORMULA, AND INVARIANT G-FUNCTIONS

# publications[].label
A Q-ANALOG OF TRANSPOSITION SYMMETRY FOR INVARIANT G-FUNCTIONS

# publications[].label
Some properties of Riesz means and spectral expansions

# publications[].label
A GENERALIZATION OF SELBERG BETA-INTEGRAL

# publications[].label
Some q q -beta and Mellin-Barnes integrals on compact Lie groups and Lie algebras

# publications[].label
Heine transformations for a new kind of basic hypergeometric series in U(n)

# publications[].label
SCHUR-FUNCTIONS, GOOD IDENTITY, AND HYPERGEOMETRIC-SERIES WELL POISED IN SU(N)

# publications[].label
AN SU(N) Q-BETA INTEGRAL TRANSFORMATION AND MULTIPLE HYPERGEOMETRIC-SERIES IDENTITIES

# publications[].publisher
Society for Industrial & Applied Mathematics (SIAM)

# publications[].label
Schur functions and the invariant polynomials characterizing U(n) tensor operators

# publications[].label
SOME Q-BETA INTEGRALS ON SU(N) AND SP(N) THAT GENERALIZE THE ASKEY-WILSON AND NASRALLAH-RAHMAN INTEGRALS

# publications[].publisher
Society for Industrial & Applied Mathematics (SIAM)

# publications[].label
A WHIPPLES TRANSFORMATION FOR HYPERGEOMETRIC-SERIES IN U(N) AND MULTIVARIABLE HYPERGEOMETRIC ORTHOGONAL POLYNOMIALS

# publications[].publisher
Society for Industrial & Applied Mathematics (SIAM)

# publications[].label
A NEW SYMMETRY FOR BIEDENHARN G-FUNCTIONS AND CLASSICAL HYPERGEOMETRIC-SERIES

# streetAddress
Texas A&M University; Mathematics; 3368 TAMU