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@fermatslibrary | |||||
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An integral for the Golden Ratio 𝜙 pic.twitter.com/CEC3xKMM3F
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Srinivasa Raghava K
@SrinivasR1729
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26. sij |
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We can obtain a lot of special and interesting values from this integral. pic.twitter.com/nmcsm3UI6r
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David Salamanca
@Dsalamanca_
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26. sij |
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More likeable as a series representation. pic.twitter.com/XJH8g9uGSc
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Ray Hua Wu
@rayhuawu
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26. sij |
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not sure this is more likeable
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@Expert_Says
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26. sij |
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@Expert_Says
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26. sij |
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Jay ✨
@JayxMecha
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26. sij |
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Too many ways to describe Golden Ratio (𝜙) in integrals. Here is one relation as an identity derived from the Rogers-Ramanujan continued fraction pic.twitter.com/vtghSur4Vr
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DℝOℕ∈
@d_r_o_n_e
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26. sij |
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Some pi phi and pi over phi goodness (coincidence) pic.twitter.com/oG1B5kbiyT
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Electric Sheep
@pfitzart
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26. sij |
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The number five seems to be the common thread
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Niall Madden
@nllspace
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26. sij |
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Cool!
Here's another one. pic.twitter.com/MDuUVyFI5s
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