4 papers
Parity considerations in the number of parts
Thomas Y. He, H. X. Huang, Y. X. Xie +1
Recently, Chen, He, Hu and Xie considered the parity of the number of non-overlined (resp. overlined) parts of size greater than or equal to the size of the smallest overlined (res…
Separable integer partition classes with restrictions on consecutive parts
Y. Q. Chen, Thomas Y. He, X. M. Huang +1
Recently, Andrews introduced separable integer partition classes and studied some well-known theorems. In this article, we will consider the types of partitions with restrictions o…
Overpartitions with separated overlined parts and non-overlined parts
Y. H. Chen, Thomas Y. He, Y. Hu +1
Recently, Andrews considered the partitions with parts separated by parity, in which parts of a given parity are all smaller than those of the other parity. Inspired from the parti…
Six types of separable integer partitions
Thomas Y. He, Y. Hu, H. X. Huang +1
Recently, Andrews introduced separable integer partition classes and studied some well-known theorems. In this atricle, we will investigate six types of partitions from the view of…