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SUFFICIENT CONDITIONS FOR LOCAL SOLVABILITY OF LEFT INVARIANT LPDOS ON THE GROUPS OF TYPE H

SUFFICIENT CONDITIONS FOR LOCAL SOLVABILITY OF LEFT INVARIANT LPDOS ON THE GROUPS OF TYPE H
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摘要 Some sufficient conditions are established for local solvability of inhomogeneous left invariant partial differential operators on the groups of type H. First some general sufficient conditions are derived for local solvablity of left invariant operators on the groups of type H. Then by asing these results the author discusses the local solvability of a special class of inhomogeneous left invariant operators on this type of groups. Some sufficient conditions are established for local solvability of inhomogeneous left invariant partial differential operators on the groups of type H. First some general sufficient conditions are derived for local solvability of left invariant operators on the groups of type H. Then by using these results the author discusses the local solvability of a special class of inhomogeneous left invariant operators on this type of groups.
作者 崔尚斌
出处 《Chinese Annals of Mathematics,Series B》 SCIE CSCD 1992年第2期143-156,共14页 数学年刊(B辑英文版)
基金 Projects supported by the National Natural Science Fundation of China.
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