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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‘Tis thou that execut’st the traitor’s treason;
Thou set’st the wolf where he the lamb may get;
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‘Tis thou that spurn’st at right, at law, at reason;
And in thy shady cell, where none may spy him,
Sits Sin to seize the souls that wander by him.”
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“When distant and unfamiliar and complex things are communicated to great masses of people, the truth suffers a considerable and often a radical distortion. The complex is made over into the simple, the hypothetical into the dogmatic, and the relative into an absolute.”
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“... the function of art is to do more than tell it like it is—it’s to imagine what is possible.”
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