Add to ORKGsummary:A number of properties of a function which originally appeared in a problem proposed by Ramanujan are presented. Several equivalent representations of the function are derived. These can be used to evaluate the function. A new derivation of an expansion in inverse powers of the argument of the function is obtained, as well as rational expressions for higher order coefficients
The Ramanujan sum cn(a) is related to the Möbius function μ, since cn(a) = μ(n) whenever a, n∈ N are...
summary:In this paper we investigate Ramanujan's inequality concerning the prime counting function, ...
summary:In this paper we investigate Ramanujan's inequality concerning the prime counting function, ...
summary:A number of properties of a function which originally appeared in a problem proposed by Rama...
AbstractThis paper contains a detailed discussion concerning the validity of ∫+∞0ø(x)⧸xxdx= ∑+∞k=−∞ø...
AbstractA hypergeometric transformation formula is developed that simultaneously simplifies and gene...
AbstractThree results from the unorganized pages of Ramanujan's second notebook are proved. The resu...
Ramanujan stated an identity to the effect that if three sequences {an}, {bn} and {cn} are defined b...
Ramanujan stated an identity to the effect that if three sequences {an}, {bn} and {cn} are defined b...
Ramanujan stated an identity to the effect that if three sequences {an}, {bn} and {cn} are defined b...
Ramanujan stated an identity to the effect that if three sequences {an}, {bn} and {cn} are defined b...
Ankara : The Department of Mathematics and the Institute of Engineering and Science of Bilkent Unive...
AbstractThis study provides a detailed analysis of a function which Knuth discovered to play a centr...
AbstractIn the unorganized portions of his second notebook, Ramanujan states without proofs 10 inver...
\ua9 2019, The Author(s). In this paper we study certain counting functions which represent the numb...
The Ramanujan sum cn(a) is related to the Möbius function μ, since cn(a) = μ(n) whenever a, n∈ N are...
summary:In this paper we investigate Ramanujan's inequality concerning the prime counting function, ...
summary:In this paper we investigate Ramanujan's inequality concerning the prime counting function, ...
summary:A number of properties of a function which originally appeared in a problem proposed by Rama...
AbstractThis paper contains a detailed discussion concerning the validity of ∫+∞0ø(x)⧸xxdx= ∑+∞k=−∞ø...
AbstractA hypergeometric transformation formula is developed that simultaneously simplifies and gene...
AbstractThree results from the unorganized pages of Ramanujan's second notebook are proved. The resu...
Ramanujan stated an identity to the effect that if three sequences {an}, {bn} and {cn} are defined b...
Ramanujan stated an identity to the effect that if three sequences {an}, {bn} and {cn} are defined b...
Ramanujan stated an identity to the effect that if three sequences {an}, {bn} and {cn} are defined b...
Ramanujan stated an identity to the effect that if three sequences {an}, {bn} and {cn} are defined b...
Ankara : The Department of Mathematics and the Institute of Engineering and Science of Bilkent Unive...
AbstractThis study provides a detailed analysis of a function which Knuth discovered to play a centr...
AbstractIn the unorganized portions of his second notebook, Ramanujan states without proofs 10 inver...
\ua9 2019, The Author(s). In this paper we study certain counting functions which represent the numb...
The Ramanujan sum cn(a) is related to the Möbius function μ, since cn(a) = μ(n) whenever a, n∈ N are...
summary:In this paper we investigate Ramanujan's inequality concerning the prime counting function, ...
summary:In this paper we investigate Ramanujan's inequality concerning the prime counting function, ...