CAJ | 학술논문

我们在本文中研究非紧致一秩Riemann对称空间上初等球函数的渐近表示，并利用Lohoue N.和Rychner Th.得到的热核表达式，建立起这类空间上的非欧中心极限定理，所得结果包含了Terras的定理作为其特例.
아문재본문중연구비긴치일질Riemann대칭공간상초등구함수적점근표시，병이용Lohoue N.화Rychner Th.득도적열핵표체식，건립기저류공간상적비구중심겁한정리，소득결과포함료Terras적정리작위기특례.
In this paper, we investigate the asymptotic expressions of the elementaryspherical functions on the non-compact Riemannian symmetric spaces of rank one,and use the heat kernel obtained by Lohoue and Rychner to establish the central limittheorem for these spaces, our conclusion includes Terras theorem as a special case.