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- Rank_of_a_partition abstract "In mathematics, in theory of numbers, the rank of a partition of a positive integer is a certain integer associated with the partition of the integer. The rank of a partition is the number obtained by subtracting the number of parts in the partition from the largest part in the partition. The concept was introduced by Freeman Dyson in a paper published in the journal Eureka published annually by the Mathematical Society of Cambridge University. It was presented in the context of a study of certain congruence properties of the partition function discovered by the Indian mathematical genius Srinivasa Ramanujan.".
- Rank_of_a_partition thumbnail Rank_of_a_partition.svg?width=300.
- Rank_of_a_partition wikiPageID "37733253".
- Rank_of_a_partition wikiPageRevisionID "592902129".
- Rank_of_a_partition hasPhotoCollection Rank_of_a_partition.
- Rank_of_a_partition subject Category:Arithmetic_functions.
- Rank_of_a_partition subject Category:Combinatorics.
- Rank_of_a_partition subject Category:Number_theory.
- Rank_of_a_partition subject Category:Srinivasa_Ramanujan.
- Rank_of_a_partition comment "In mathematics, in theory of numbers, the rank of a partition of a positive integer is a certain integer associated with the partition of the integer. The rank of a partition is the number obtained by subtracting the number of parts in the partition from the largest part in the partition. The concept was introduced by Freeman Dyson in a paper published in the journal Eureka published annually by the Mathematical Society of Cambridge University.".
- Rank_of_a_partition label "Rank of a partition".
- Rank_of_a_partition sameAs m.0ngv40_.
- Rank_of_a_partition sameAs Q7293214.
- Rank_of_a_partition sameAs Q7293214.
- Rank_of_a_partition wasDerivedFrom Rank_of_a_partition?oldid=592902129.
- Rank_of_a_partition depiction Rank_of_a_partition.svg.
- Rank_of_a_partition isPrimaryTopicOf Rank_of_a_partition.
