An isomorphism between the convolution product and the componentwise sum connected to the D'Arcais numbers and the Ramanujan tau function

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Works Cited by This (11)

Action	Title	Year	Authors
+	On the binomial convolution of arithmetical functions	2008	László Tóth Pentti Haukkanen
+	Odd prime values of the Ramanujan tau function	2013	Nik Lygerōs Olivier Rozier
+	Basic properties of Hurwitz series rings	2012	Ali Benhissi Faten Koja
+	On the ring of hurwitz series	1997	William F. Keigher
+	Identities and congruences for the general partition and Ramanujan’s tau functions	2013	Nayandeep Deka Baruah Bipul Kumar Sarmah
+	Computing the Ramanujan tau function	2006	Denis Charles
+	Ideal structure of Hurwitz series rings.	2007	Ali Benhissi
+	Some Properties of Hurwitz Series Ring	2011	Manal Ghanem
+ PDF Chat	Some combinatorial properties of the Hurwitz series ring	2017	Stefano Barbero Umberto Cerruti Nadir Murru
+ PDF Chat	On the operations of sequences in rings and binomial type sequences	2018	Stefano Barbero Umberto Cerruti Nadir Murru