Tan, E.-C.

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Full Name

Tan, E.-C.

Variants

Tan, E.-C.
Tan, E.C.

Main Affiliation

OFFICE OF THE PRESIDENT

Faculty

FAC OF SCIENCE
UNIVERSITY ADMINISTRATION

uprtanec@nus.edu.sg

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mattanec@nus.edu.sg

Results 1-13 of 13 (Search time: 0.004 seconds).

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	Issue Date	Title	Author(s)
1	1-Oct-2005	A basis for the G Ln tensor product algebra	Howe, R.E.; Tan, E.-C. ; Willenbring, J.F.
2	Dec-1994	Generic 2×2 matrices with involution	Aslaksen, H. ; Tan, E.-C.
3	Oct-1998	On certain distinguished unitary representations supported on null cones	Tan, E.-C. ; Zhu, C.-B.
4	May-1995	On Certain Rings of Highest Weight Vectors	Aslaksen, H. ; Tan, E.C. ; Zhu, C.B.
5	Feb-1999	On the dual pairs (O(p, q), SL(2, ℝ)), (U(p,q), U(1, 1)) and (Sp(p, q), O*(4))	Paul, A.; Tan, E.-C.
6	25-Mar-1996	Poincaré series of holomorphic representations	Tan, E.-C. ; Zhu, C.-B.
7	Dec-1996	Quadratic Diophantine equations and two generator Möbius groups	Tan, E.-C. ; Tan, S.-P.
8	15-Feb-1994	Quivers and the Invariant Theory of Levi Subgroups	Aslaksen, H. ; Tan, E.C. ; Zhu, C.B.
9	Apr-2005	Stable branching rules for classical symmetric pairs	Howe, R.; Tan, E.-C. ; Willenbring, J.F.
10	10-Nov-2001	Tensor product of degenerate principal series and local theta correspondence	Li, J.-S.; Tan, E.-C. ; Zhu, C.-B.
11	10-May-2003	The explicit duality correspondence of (Sp(p,q), O*(2n))	Li, J.-S.; Paul, A.; Tan, E.-C. ; Zhu, C.-B.
12	Dec-2008	The stability of graded multiplicity in the setting of the Kostant-Rallis theorem	Howe, R.; Tan, E.-C. ; Willenbring, J.F.
13	1-Apr-2009	Toric degeneration of branching algebras	Howe, R.; Jackson, S.; Lee, S.T. ; Tan, E.-C. ; Willenbring, J.