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Existence Theorem of the Multipliers on Riemannian Symmetric Space SL(3,H)/SP(3)
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作者 LIAN Bao-sheng 1,2 , ZHU Fu-liu 1 1.School of Mathematics and Statistics, Wuhan University, Wuhan 430072, Hubei, China 2.Department of Mathematics,Huazhong University of Scicence and Technology,Wuhan 430074,Hubei,China 《Wuhan University Journal of Natural Sciences》 CAS 2004年第6期858-862,共5页
Using the method of Clerc and Stein study the multipliers of spherical Fourier transform on symmetric space to proof the multipliers theory for the space SL(3,H)/SP(3), completely avoid the complex theory of Anker, an... Using the method of Clerc and Stein study the multipliers of spherical Fourier transform on symmetric space to proof the multipliers theory for the space SL(3,H)/SP(3), completely avoid the complex theory of Anker, and we have gain the same result. Key words Riemannian symmetric space SL(3,H)/SP(3) - multipliers - spherical Fourier transform - invariant differential operator CLC number O 152.5 - O 186.12 Biography: LIAN Bao-sheng (1973-), male, Master, research direction: Li group and Lie algebra. 展开更多
关键词 Riemannian symmetric space SL(3 H)/SP(3) MULTIPLIERS spherical Fourier transform invariant differential operator
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The HeatKernel ofthe Sym m etric Space P_n
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作者 卢克平 《Chinese Quarterly Journal of Mathematics》 CSCD 1998年第4期64-69, ,共6页
In this paper the heat kernel of the symmetric space P n is obtained.
关键词 heat kernel symmetric space METRIC invariant differential operator
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