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134(1): 03/08(金)08:33 ID:icmutpgQ(1) AAS
Ian McIntosh先生の文章にこうあった

There are three main approaches one can take to studying compact Riemann surfaces.
(1) The classical approach, which combines complex analytic function theory,
differential geometry and topology of surfaces together.
(2) The modern complex analytic manifold theory, which leans heavily on
analytic sheaf theory.
(3) Algebraic curve theory, since (quite amazingly) every compact Riemann
surface is a projective algebraic curve.

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