In mathematics, a Stein manifold in the theory of several complex variables and complex manifolds is a complex submanifold of the vector space of n complex dimensions. The name is for Karl Stein.
Read more about Stein Manifold: Definition, Non-compact Riemann Surfaces Are Stein, Properties and Examples of Stein Manifolds, Relation To Smooth Manifolds
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“It is funny the two things most men are proudest of is the thing that any man can do and doing does in the same way, that is being drunk and being the father of their son.”
—Gertrude Stein (1874–1946)
“As one who knows many things, the humanist loves the world precisely because of its manifold nature and the opposing forces in it do not frighten him. Nothing is further from him than the desire to resolve such conflicts ... and this is precisely the mark of the humanist spirit: not to evaluate contrasts as hostility but to seek human unity, that superior unity, for all that appears irreconcilable.”
—Stefan Zweig (18811942)