Plots of The Complex Logarithm Function (principal Branch)
-
z = Re(Log(x + iy))
-
z = |Im(Log(x + iy))|
-
z = |Log(x + iy)|
-
Superposition of the previous three graphs
Read more about this topic: Complex Logarithm
Famous quotes containing the words plots, complex and/or function:
“‘O opportunity! thy guilt is great,
‘Tis thou that execut’st the traitor’s treason;
Thou set’st the wolf where he the lamb may get;
Whoever plots the sin, thou point’st the season;
‘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.”
—William Shakespeare (1564–1616)
“All propaganda or popularization involves a putting of the complex into the simple, but such a move is instantly deconstructive. For if the complex can be put into the simple, then it cannot be as complex as it seemed in the first place; and if the simple can be an adequate medium of such complexity, then it cannot after all be as simple as all that.”
—Terry Eagleton (b. 1943)
“The intension of a proposition comprises whatever the proposition entails: and it includes nothing else.... The connotation or intension of a function comprises all that attribution of this predicate to anything entails as also predicable to that thing.”
—Clarence Lewis (1883–1964)