ON THE NON-HOLONOMIC CHARACTER OF LOGARITHMS, POWERS, AND THE nTH PRIME FUNCTION PHILIPPE FLAJOLET, STEFAN GERHOLD, AND BRUNO SALVY Abstract. We establish that the sequences formed by logarithms and by “fractional” p - Holonomic function - Document - PDFSEARCH.IO

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	ON THE NON-HOLONOMIC CHARACTER OF LOGARITHMS, POWERS, AND THE nTH PRIME FUNCTION PHILIPPE FLAJOLET, STEFAN GERHOLD, AND BRUNO SALVY Abstract. We establish that the sequences formed by logarithms and by “fractional” p Add to Reading List Document Date: 2005-01-21 11:38:15 Open Document File Size: 232,79 KB Share Result on Facebook IndustryTerm formal solutions / actual analytic solutions / 4The singularity analysis technology / particular solution / algebraic tools / singularity-based technology / / Person Richard Stanley / PHILIPPE FLAJOLET / STEFAN GERHOLD / Erich Hecke / BRUNO SALVY / / Position Singer / author / representative / / PublishedMedium the Electronic Journal / / Technology technology of Flajolet / singularity-based technology / 4The singularity analysis technology / / SocialTag Integer sequences Differential topology Holonomic Logarithm Factorial Gamma function Complex number Exponentiation Riemann hypothesis Mathematics

ON THE NON-HOLONOMIC CHARACTER OF LOGARITHMS, POWERS, AND THE nTH PRIME FUNCTION PHILIPPE FLAJOLET, STEFAN GERHOLD, AND BRUNO SALVY Abstract. We establish that the sequences formed by logarithms and by “fractional” pAdd to Reading List