File:Riemann's Hypothesis. This is why it is true.svg
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Summary
[edit]DescriptionRiemann's Hypothesis. This is why it is true.svg |
Italiano: Questa immagine rappresenta due copie di un poligono funicolare generato dalla versione "base" della funzione zeta(s) di Riemann per s=1/2+5000.234317...i
Vuole mostrare la corrispondenza tra i primi sette vettori e le ultime sette "pseudo-clotoidi", quelle che concludono il poligono funicolare convergendo sull'origine del piano complesso. Maggiori informazioni si possono trovare nel mio articolo "Riemann's Hypothesis. This is why it is true.pdf" pubblicato su zenodo.org al seguente link http://doi.org/10.5281/zenodo.6654333Ho aggiunto l'asse di simmetria del poligono funicolare. Grazie ad esso, la copia speculare dei vettori evidenziati è stata ottenuta più facilmente e con maggior precisione. Ulteriori informazioni si possono trovare al seguente link http://doi.org/10.5281/zenodo.7117684 L'articolo più aggiornato si trova al seguente link http://doi.org/10.5281/zenodo.8026728 English: This image represents two copies of a funicular polygon generated by the "base" version of the Riemann zeta (s) function for s=1/2+5000.234317 ... i
He wants to show the correspondence between the first seven vectors and the last seven "pseudo-clothoids", those that end the funicular polygon by converging on the origin of the complex plane. More information can be found in my article "Riemann's Hypothesis. This is why it is true.pdf" published on zenodo.org at the following link http://doi.org/10.5281/zenodo.6654333 I added the symmetry axis of the funicular polygon. Thanks to it, the mirror copy of the highlighted vectors was obtained more easily and with greater precision. Further information can be found at the following link http://doi.org/10.5281/zenodo.7117684 The most updated article can be found at the following link http://doi.org/10.5281/zenodo.8026759 |
Date | |
Source | Own work |
Author | 52Dante21 |
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current | 13:34, 11 October 2022 | 2,881 × 1,921 (129 KB) | 52Dante21 (talk | contribs) | ||
20:06, 16 August 2022 | 2,881 × 1,921 (212 KB) | 52Dante21 (talk | contribs) | Uploaded own work with UploadWizard |
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Image title | 00Riemann's Hypothesis. This is why it is true.dxf - scale = 25.400000, origin = (0.000000, 0.000000), method = file |
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Width | 2880.5 |
Height | 1920.5 |