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The number $\pi$ in an unexpected context

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#fourier-analysis #fourier-series #pi #experimental-mathematics
509
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definition of $\pi$ in terms of $\cos$

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#real-analysis #trigonometry #pi
245
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Bernoulli numbers and $\pi^2$.

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#sequences-and-series #limits #pi #bernoulli-numbers #rate-of-convergence
692
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An interesting formula for $\pi$

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#sequences-and-series #factorial #pi #pochhammer-symbol
90
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How can i prove the following Equality? involving these infinite products

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#pi #infinite-product #hyperbolic-functions
94
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Would sampling the decimal digits of $\pi$ generate a white noise signal?

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#stochastic-processes #random #pi #random-functions #noise
47
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Question about the Gamma function

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#gamma-function #pi #transcendental-numbers #constants
717
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What is the value of $\frac11+\frac13-\frac15-\frac17+\frac19+\frac1{11}-\dots$?

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#sequences-and-series #summation #integers #pi
184
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What reason is there to conjecture that every finite string is really in the decimal expansion of $\pi$?

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#pi #decimal-expansion #transcendental-numbers
194
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Product Pi Notation

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#products #pi
114
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Find : $\int_0^{\pi}\frac{(1-\cos px)(1+\cos x)}{\sin x}dx$

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#combinations #pi
114
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What would it mean for mathematics if it was proven that $\pi$ is a normal number?

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#number-theory #soft-question #pi
747
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Error in the Chudnovsky Formula

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#complex-analysis #numerical-methods #asymptotics #pi
209
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What is $\sum_{k=1}^\infty \rm{sinc}^8(k)$ using the sine cardinal function?

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#trigonometry #closed-form #pi
1.3k
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Is $\pi$ even or odd?

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#number-theory #pi #parity

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