Some characterizations of specially multiplicative functions


Näytä suppeat kuvailutiedot Haukkanen, Pentti - 2012-06-17T20:14:43Z 2012-06-17 07:55:50 - 2012-06-17T20:14:43Z 2003 -
dc.identifier.issn 1687-0425 -
dc.description Hindawi Open access -
dc.description.abstract A multiplicative function f is said to be specially multiplicative if there is a completely multiplicative function fA such that f(m)f(n)=∑d|(m,n)f(mn/d2)fA(d) for all m and n. For example, the divisor functions and Ramanujan's τ-function are specially multiplicative functions. Some characterizations of specially multiplicative functions are given in the literature. In this paper, we provide some further characterizations of specially multiplicative functions. -
dc.language.iso en -
dc.title Some characterizations of specially multiplicative functions -
dc.type fi=Artikkeli aikakauslehdessä | en=Journal article| -
dc.identifier.urn urn:nbn:uta-3-736 -
dc.identifier.doi 10.1155/S0161171203301139 -
dc.type.version fi=Kustantajan versio | en=Publisher's version| -
dc.subject.okm fi=Matematiikka | en=Mathematics| -
dc.journal.title International Journal of Mathematics and Mathematical Sciences -
dc.journal.volume 2003 -
dc.journal.number 37 -
dc.journal.volumepagerange 2335-2344 -
dc.oldstats 51 -

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