| [1] | Helgason S. Differential Geometry, Lie Groups, and Symmetric Spaces. New York-London: Academic Press, 1979 |
| [2] | Mok N. Holomorphic isometries of the complex unit ball into irreducible bounded symmetric domains. Proceedings of the American Mathematical Society, 2016, 144(10): 4515-4525 |
| [3] | ólafsson G, ?rsted B. The holomorphic discrete series for affine symmetric spaces, I. Journal of Functional Analysis, 1988, 81(1): 126-159 |
| [4] | Oshima T, Matsuki T. A description of discrete series for semisimple symmetric spaces. Advanced Studies in Pure Mathematics, 1984, 4: 331-390 |
| [5] | Flensted-Jensen M. Discrete series for semisimple symmetric spaces. Annals of Mathematics, 1980, 111(2): 253-311 |
| [6] | Vogan D. Irreducibility of discrete series representations for semisimple symmetric spaces//Okamoto K, Oshima T. Representations of Lie groups, Kyoto, Hiroshima. Boston: Academic Press, 1986: 191-221 |
| [7] | Heckman G, Schlichtkrull H. Harmonic Analysis and Special Functions on Symmetric Spaces. San Diego-CA: Academic Press, 1994 |
| [8] | Macdonald I. Symmetric Functions and Hall Polynomials. New York: Oxford University Press, 1995 |
| [9] | Yan Z M. Hypergeometric functions on domains of positivity, Jack polynomials, and applications. Contemporary Mathematics, 1992, 138: 189-204 |
| [10] | 华罗庚. 多复变数函数论中的典型域的调和分析. 北京: 科学出版社, 1958 |
| [10] | Hua L G. Harmonic Analysis of Functions of Several Complex Variables on the Classical Domains. Providence: Amer Math Soc, 1963 |
| [11] | Neretin Y. Plancherel formula for Berezin deformation of L2 on Riemannian symmetric space. Journal of Functional Analysis, 2002, 189(2): 336-408 |
| [12] | 钟家庆. Schur函数的一个展式及其在计数几何中的应用. 中国科学: A辑, 1989, 10: 1018-1029 |
| [12] | Zhong J Q. An expansion in Schur functions and its applications in enumerative geometry. Sci China Ser A, 1989, 10: 1018-1029 |
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