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src/riemannzetascope/index.html

Lines changed: 2 additions & 2 deletions
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@@ -1951,7 +1951,7 @@
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textAlign: 'left'
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});
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this.components.panelDisplaySection.appendChild(this.components.panelDrawAnalyticContinuationButton);
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this.components.panelDrawAnalyticContinuationButton.title = 'Show gold circle at ζ(σ + i·t)\nMethod of analytic continuation: ζ(s) = η(s) / (1 - 2^(1 - s))\nη is the Dirichlet eta function, which is convergent for Re(s) > 0. The value of η is estimated using a simple method, inaccuracy is visible when zoomed in.';
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this.components.panelDrawAnalyticContinuationButton.title = 'Show gold circle at estimation of ζ(σ + i·t)\nMethod of analytic continuation: ζ(s) = η(s) / (1 - 2^(1 - s))\nη is the Dirichlet eta function, which is convergent for Re(s) > 0.\nη is estimated using a simple method.\nThe inaccuracy is visible when zoomed in.';
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this.components.panelDrawAnalyticContinuationButton.innerHTML = '<span style="font-size: 10px; margin-left: 7px;"><span style="background-color: #555555; color: #D4AF37;">&nbsp;&nbsp;⬤&nbsp;&nbsp;</span></span><span style="margin-left: 5px;">ζ analytic</span>';
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this.components.panelDrawAnalyticContinuationButton.addEventListener('click', () => {
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this.zetaView.drawAnalyticContinuation = !this.zetaView.drawAnalyticContinuation;
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whiteSpace: 'nowrap'
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});
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this.components.panelZetaSection.appendChild(this.components.panelZetaSectionCaption);
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this.components.panelZetaSectionCaption.title = 'Riemann zeta function\n\nζ(σ + i·t) = ∑(n=1 to N) 1/n^(σ + i·t)\n\nThe buttons below are for manipulating the formula.';
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this.components.panelZetaSectionCaption.title = 'Riemann zeta function\nζ(σ + i·t) = ∑(n=1 to N) 1/n^(σ + i·t)';
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this.components.panelZetaSectionCaption.innerHTML = '<span style="margin-left: 10px;">ζ(σ + i·t)</span>';
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this.components.panelZetaSectionReportDownloadButton = document.createElement('div');
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Object.assign(this.components.panelZetaSectionReportDownloadButton.style, {

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