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Thread: Riemann zeros

  1. #1 Riemann zeros 
    Forum Freshman
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    Oct 2013
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    I am a non mathematician but like to play around with models of the Riemann Hypothesis. The model I am working on offered these zero's. I started with published zero's then applied a model that potentially improved accuracy. My question is, does any one know of published zeros that are considered very accurate; to twelve decimal places? I would like to compare my numbers to those. Here are the first 30 numbers I came up with:

    14.134725000852
    21.022039263656
    25.010806681307
    30.424875766505
    32.935061499418
    37.586179862418
    40.918718906406
    43.327074756222
    48.005152610894
    49.773831945999
    52.970323790601
    56.446247011504
    59.347039776193
    60.831837881162
    65.112545650635
    67.079812506155
    69.546402292902
    72.067159511529
    75.704692167690
    77.144839346154
    79.337375331877
    82.910379841201
    84.735481162588
    87.425275531071
    88.809107468722
    92.491959109968
    94.651344757443
    95.874633554635
    98.831195492522
    101.317854149162


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  3. #2  
    Ascended Member Ascended's Avatar
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    Hi there, here is the list for the first 10 zeros down to the 12 decimal places as you've requested.

    1.) 14.134725141734

    2.) 21.022039638771

    3.) 25.010857580145

    4.) 30.424876125859

    5.) 32.935061587739

    6.) 37.586178158825

    7.) 40.918719012147

    8.) 43.327073280914

    9.) 48.005150881167

    10.) 49.773832477672

    Source text: http://www.dtc.umn.edu/~odlyzko/zeta_tables/zeros2


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  4. #3  
    Moderator Moderator Markus Hanke's Avatar
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    MODERATOR NOTE : This is probably better suited to the Mathematics section; thread moved.
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