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This generalizes the notion of odd-even partitions and thereby Adiga, Anitha and Han have obtained a generalization of the Rogers-Ramanujan partition identity.
On a reciprocity of Ramanujan, Tamsui Oxford J. Math. Sci., Vol. 22 No.1, (2006), 9-15.C.Adiga (with N. Anitha). An upper bound for maximum number of edges in a strongly ...
Aravind Adiga 3 Anitha Kurien Teacher One Night at Call Centre Chetan Bhagat 4 Meenu Rath Teacher The Road Less Travelled
006101 BHARGAVA S, ADIGA C, ANITHA N (Stud in Math Dep, Univ of Mysore, Manasa Gangotri, Mysore-570 006) : New partition theoretic facts of two identities of euler.
020511 BHARGAVA S, ADIGA C, ANITHA N (Stud in Math Dep, Univ of Mysore, Manasa Gangotri, Mysore-570 006) : On a class of n-paritypartitions.
This generalizes the notion of odd-even partitions and thereby Adiga, Anitha and Han have obtained a generalization of the Rogers-Ramanujan partition identity.
On a reciprocity of Ramanujan, Tamsui Oxford J. Math. Sci., Vol. 22 No.1, (2006), 9-15.C.Adiga (with N. Anitha). An upper bound for maximum number of edges in a ...
Aravind Adiga 3 Anitha Kurien Teacher One Night at Call Centre Chetan Bhagat 4 Meenu Rath Teacher The Road Less Travelled
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