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A DOMINANCE APPROACH FOR PLANE PARTITIONS

A DOMINANCE APPROACH FOR PLANE PARTITIONS
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摘要 By developing the dominance technique of nondecreasing integer sequences into a multifoldform,we introduce a new approach for the enumeration of plane partitions,which can be used togenerate most of classical theorems in this field.The treatment presented here may be more accessibleto readers than the earlier methods of algebra,analysis and algorithm. By developing the dominance technique of nondecreasing integer sequences into a multifoldform,we introduce a new approach for the enumeration of plane partitions,which can be used togenerate most of classical theorems in this field.The treatment presented here may be more accessibleto readers than the earlier methods of algebra,analysis and algorithm.
作者 初文昌
出处 《Systems Science and Mathematical Sciences》 SCIE EI CSCD 1989年第2期110-118,共9页
关键词 PARTITION FETTERS DIAGRAM DOMINANCE hook-length content PLANE PARTITION qbinomial coefficient Partition Fetters diagram dominance hook-length content plane partition qbinomial coefficient
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