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Computing exponential of a $2\times 2$ matrix using only its trace and determinant.

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#linear-algebra #matrices #exponentiation
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$\det(\exp X)=e^{\mathrm{Tr}\, X}$ for 2 dimensional matrices

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#matrices #exponentiation
714
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How to build fast exponentation for modular?

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#modular-arithmetic #exponentiation
6.2k
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jacobian involving SO(3) exponential map: $\log(R \exp(m))$

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#differential-geometry #lie-groups #lie-algebras #exponentiation
1.3k
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How to prove that the following language is not regular?

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#logic #exponentiation #regular-language
799
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Exponential of the integral of a matrix - what is wrong with this calculation/statement?

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#linear-algebra #matrices #ordinary-differential-equations #exponentiation
124
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Powers and the logarithm

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#logarithms #exponentiation
5.4k
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How Do I Understand $e^i$, the Euler Form of Complex Number

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#complex-numbers #exponentiation
123
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Solving for x with radicals and negative exponents

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#calculus #exponentiation
769
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discrete exponential calculating

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#discrete-mathematics #logarithms #exponentiation
87
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On exponentials of matrices

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#linear-algebra #exponentiation
1.1k
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Summation Simplification

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#summation #exponentiation
348
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Solving an equation with fractional powers

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#algebra-precalculus #exponentiation
148
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I couldn't solve $\lim\limits_{h \to 0}\frac{e^{(x+h)\log a}-e^{x\log a}}{h}=1$

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#limits #exponentiation
105
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Simplifying $ \;x({y^{3}}/{x^{4}})^{1/4}$

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#algebra-precalculus #exponentiation

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