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Two questions about Euler's number $e$

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#calculus #derivatives #constants
405
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A new constant?

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#integration #constants
316
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Are there two $\pi$s?

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#trigonometry #constants
66
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Is $e$ uniformly distributed in all bases?

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#uniform-distribution #constants
139
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Proving this identity $\gamma=1+\ln(\frac{1}{2})+\sum_{k=1}^{\infty}(-1)^{k+1}\frac{\zeta(k+1)-1}{k+1}$ where $\gamma$ is the Euler-Masceroni constant

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#euler-mascheroni-constant #constants
2.6k
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Proving that $\frac{\pi}{4}$$=1-\frac{\eta(1)}{2}+\frac{\eta(2)}{4}-\frac{\eta(3)}{8}+\cdots$

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#sequences-and-series #pi #transcendental-numbers #dirichlet-series #constants
694
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Is there an efficient method for the calculation of $e^{1/e}$?

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#algorithms #numerical-methods #constants
201
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On finding new mathematical constants and patterns

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#intuition #constants
2.2k
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What is a "constant fraction" of a total?

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#fractions #constants
342
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Closed Forms of Certain Zeta constants?

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#riemann-zeta #closed-form #constants
640
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Can the Landau-Ramanujan Constant be generalized towards cubes?

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#number-theory #constants
2.5k
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How find the sum $\sum_{n=1}^{\infty}\frac{\binom{4n-4}{n-1}}{2^{4n-3}(3n-2)}$

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#sequences-and-series #summation #constants
59
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Do I need different constant names for different levels of integration?

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#calculus #integration #constants
197
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What denotes the essence of a function object in mathematics?

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#functions #constants
666
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MRB constant proofs wanted

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#sequences-and-series #recreational-mathematics #constants

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