Plots of The Complex Logarithm Function (principal Branch)
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z = Re(Log(x + iy))
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z = |Im(Log(x + iy))|
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z = |Log(x + iy)|
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Superposition of the previous three graphs
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Famous quotes containing the words plots, complex and/or function:
“Nothing aids which may not also injure us.
Fire serves us well, but he who plots to burn
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—Ovid (Publius Ovidius Naso)
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—Catharine R. Stimpson (b. 1936)
“We are thus able to distinguish thinking as the function which is to a large extent linguistic.”
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