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The Spectrum Of Riemannium

Mobilis in mobili: Physmatics Chronicles!

The Spectrum Of Riemannium
Home→Tags Nielsen generalized polylog

Tag Archives: Nielsen generalized polylog

LOG#160. Polylogia flashes(II).

Posted on 2015/04/03 by amarashikiAugust 31, 2015
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The polylogarithm or Jonquière’s function is generally defined as     Do not confuse with the logarithm integral in number theory, which is     such as     and     . In fact, notation can be confusing sometimes … Continue reading →

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Posted in Number theory, Physmatics, Zeta Zoology and polystuff | Tagged Bose-Einstein distribution, Bose-Einstein statistics, colored polylog, equations, Euler dilogarithm, eulerian number, Fermi-Dirac distribution, Fermi-Dirac statistics, Feynman diagrams, generalized harmonic numbers, higher order prime zeta functions, identities, instanton effects, iterated zeta function, Jonquière's function, k-th prime zeta function, Lerch trascendent, logarithm integral, multidimendionsal polylog, Nielsen generalized polylog, Number Theory, omega zeta function, polylog, Polylogarithm, QED, QFT, Quantum Gravity, Quantum Statistics, Riemann zeta function, schwinger effect, trilog, trilogarithm, vacuum effects, zeta functions | Leave a reply
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