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Complex Numbers - Confused about how to go about question

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#calculus #algebra-precalculus #complex-numbers
46
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Result of the integration

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#integration #complex-analysis #complex-numbers #contour-integration #line-integrals
121
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How to multiply elements of $\mathbb{C}$ as a real vector space by a complex scalar?

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#linear-algebra #complex-numbers
73
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Finding basis of complex vector space?

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#linear-algebra #complex-numbers #vector-spaces
479
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Show that $\mathbb{C}^3$ is a vector space over $\mathbb{R}$

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#linear-algebra #complex-numbers #vector-spaces
33
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Help With Complex Plane

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#complex-numbers
40
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Does $|\mathfrak{Re}((8+i)^n+(4+7i)^n)| \to \infty$ when $n\to\infty$?

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#sequences-and-series #complex-numbers
55
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Is this property holds for $n>2$?

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#functional-analysis #complex-numbers #hilbert-spaces
45
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The map $f:S^1 \to S^1, f(z) = z^k$ is well-defined only if $k \in \mathbb{Z}$

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#complex-numbers
36
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Can i find the value of trigonometry functions in this case?

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#functions #trigonometry #complex-numbers
290
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Confusion regarding use of inverse Euler formula?

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#trigonometry #complex-numbers #signal-processing
40
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Help With Complex Number Sequence

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#complex-numbers
63
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Consider the branch of the function $f(z)=\log(z^2+1)$ defined on the domain $C-\{x+iy:x=0, |y|\ge1\}$ so that $f(0)=0$. Compute...

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#complex-analysis #complex-numbers
35
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Is this a valid property for complex exponentials?

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#complex-numbers
35
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General solution to multivariable discrete-time linear model with complex eigenvalues from Otto & Day (2007)

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#linear-algebra #complex-numbers #eigenvalues-eigenvectors #solution-verification

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