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phymath7's latest activity
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phymath7
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Question on an infinite summation series
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I think these identities can be calculated using an appropriate Fourier series expansion...
Mar 29, 2024
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phymath7
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Question on an infinite summation series
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These series are usually evaluated by applying Parseval's Theorem to in this case x^3 on [-\pi,\pi]. But you should perhaps look at...
Mar 29, 2024
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phymath7
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Question on an infinite summation series
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Is the infinite series ##\sum_{n=1,3,5,...}^\infty \frac {1} {n^6}## somewhat related to the Riemann zeta function?The attached image...
Mar 29, 2024
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