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What does $x^\pi$ mean?

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#calculus #algebra-precalculus #exponentiation
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How to solve for the matrix in a set of equations involving the matrix exponential?

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#exponentiation #matrices #inverse-problems
291
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Raise a number to the "y" power without using exponents.

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#recreational-mathematics #puzzle #exponentiation
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rounding up to nearest square

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#logarithms #exponentiation
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$a^b = c$, is it possible to express $b$ without logarithms?

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#logarithms #exponentiation
92
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Could $\sum e^{a_i}$ be simplified? Does it have an identity?

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#summation #exponentiation
557
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Generalisation of Lambert W function?

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#exponentiation #exponential-function
128
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Double summation including power and factorial

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#calculus #summation #factorial #exponentiation
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Can you raise $\pi$ to a real power to make it rational?

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#exponentiation #exponential-function #pi
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Addition of numbers with same base but different exponents

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#exponentiation
974
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Why $\frac{1}{2i}(e^{i\omega t} - e^{-i\omega t}) = \frac{i}{2} (e^{-i \omega t} - e^{i\omega t})$

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#complex-numbers #exponentiation
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Exponent p-value generated in Excel

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#real-analysis #statistics #exponentiation #data-analysis #statistical-mechanics
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How to prove $\sum\limits_{n=1}^{\infty}\frac{\sin n}n=\frac{\pi-1}{2}$

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#sequences-and-series #trigonometry #exponentiation
96
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Do we really know the value of expressions with irrational powers?

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#algebra-precalculus #exponential-function #exponentiation
398
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Power tower inequality

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#inequality #induction #exponentiation #hyperoperation #power-towers

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