Results 111 to 120 of about 427 (155)
SUPPLEMENT TO A PAPER ENTITLED "A VON STERNECK ARITHMETICAL FUNCTION AND RESTRICTED PARTITIONS WITH RESPECT TO A MODULUS". [PDF]
Nicol CA, Vandiver HS.
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Unitary analogs of generalized Ramanujan sums [PDF]
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On Restricted Partitions and a Generalization of the Euler phi Number and the Moebius Function. [PDF]
Nicol CA.
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Log pi and Other Basic Constants. [PDF]
Uhler HS.
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ON EXPANSIONS OF ARITHMETICAL FUNCTIONS. [PDF]
Carmichael RD.
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Recalculation and Extension of the Modulus and of the Logarithms of 2, 3, 5, 7 and 17. [PDF]
Uhler HS.
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Relation between square and centered pentagonal numbers [PDF]
Mohamat Johari, Mohamat Aidil +2 more
core
The evaluation of Ramanujan’s sum and generalizations
Anderson, Douglas R., Apostol, T. M.
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EXTENSIONS OF EULER-TYPE SUMS AND RAMANUJAN-TYPE SUMS
We define a new kind of classical digamma function, and establish some of its fundamental identities. Then we apply the formulas obtained, and extend tools developed by Flajolet and Salvy to study more general Euler-type sums. The main results of Flajolet and Salvy's paper (Expo. Math.
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