Pole (complex Analysis)
In the mathematical field of complex analysis, a pole of a meromorphic function is a certain type of singularity that behaves like the singularity of at z = 0. For a pole of the function f(z) at point a the function approaches infinity as z approaches a.
Read more about Pole (complex Analysis): Definition, Pole At Infinity, Pole of A Function On A Complex Manifold, Examples, Terminology and Generalisations
Famous quotes containing the word pole:
“Not because Socrates has said it, but because it is really in my nature, and perhaps a little more than it should be, I look upon all humans as my fellow-citizens, and would embrace a Pole as I would a Frenchman, subordinating this national tie to the common and universal one.”
—Michel de Montaigne (1533–1592)