A NEW LOOK AT SOME CLASSIC PROBLEMS IN ORTHOGONAL POLYNOMIALS
A NEW LOOK AT SOME CLASSIC PROBLEMS IN ORTHOGONAL POLYNOMIALS作者机构：Aleea Grigore Ghica Voda 25 6600 Iasi 6 ROMANIA. McAllister Building University Park Pa.16802 U.S.A. IMECC Universidade Estadual de Campinas 13100 Campinas S.P. BRAZIL. Polytechnic Institute of Jassy Iasi ROMANIA.
出 版 物：《数学学报(中文版)》 (Acta Mathematica Sinica(Chinese Series))
年 卷 期：1982年第6期
页 面：731-736页
学科分类：07[理学] 0701[理学-数学] 070101[理学-基础数学]
主 题：数学学报 A NEW LOOK AT SOME CLASSIC PROBLEMS IN ORTHOGONAL POLYNOMIALS real
摘 要：Until recently there were two kinds of orthogonality commonly accepted:that generatedby a real weight function and that generated by a complex weight function with integrationtaken along a path in the complex *** authors following *** and *** [10] research work are discussing the orthogonality from the point of view of distribu-tion *** doing so a third and new kind of orthogonality is pointed *** some of the authors forthcoming papers vrious kinds of orthogonality for polynomialsin several variables will be discussed [14]—[16],while the appropriate papers will deal *** s comprehensive very recent results [17] and with *** s“total derivativeoperatorssystems in the framework of *** s polyvibrating or polywave equations,respectively.
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