Dirichlet Eta Function is a Education app by Donald Schaefer. The Dirichlet series is the alternating sum corresponding to the Dirichlet series expansion of the Riemann zeta function, ζ(s) — and for this reason the Dirichlet eta function is also known as the alternating zeta function, also denoted ζ*(s). In Mathematics, The Dirchilet Eta function plays an important role in physics, complex analysis, and number theory and have been studied extensively for several centuries.
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1. The Dirichlet series is the alternating sum corresponding to the Dirichlet series expansion of the Riemann zeta function, ζ(s) — and for this reason the Dirichlet eta function is also known as the alternating zeta function, also denoted ζ*(s).
2. For the Dirichlet Eta app, the data variables used to calculate the Dirichlet Eta Function are the Random Variable (x), the StepSizd Variable (h) and the Number of Steps.
3. Move the vertical line to the left or right to display the point (x) and the Dirichlet ETA and Inverse Dirichlet ETA data pairs.
4. The Dirichlet Eta app display data for the Dirichlet Eta and Inverse Dirichlet Eta Values and displays two graphs.
5. In Mathematics, The Dirchilet Eta function plays an important role in physics, complex analysis, and number theory and have been studied extensively for several centuries.
6. Upon touching the graph a vertical line appears.
7. The graphs are touch enabled graph.
8. The horizontal x-axis displays x values.
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